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Article

Improving Survey Data Interpretation: A Novel Approach to Analyze Single-Item Ordinal Responses with Non-Response Categories

Faculty of Computer Science, Bialystok University of Technology, Wiejska 45A, 15-351 Bialystok, Poland
Information 2025, 16(7), 546; https://doi.org/10.3390/info16070546 (registering DOI)
Submission received: 12 May 2025 / Revised: 22 June 2025 / Accepted: 25 June 2025 / Published: 27 June 2025
(This article belongs to the Special Issue New Applications in Multiple Criteria Decision Analysis, 3rd Edition)

Abstract

Questionnaire data plays a key role in social research, especially when evaluating public attitudes using Likert-type scales. Yet, traditional analyses often merge some ordinal categories and exclude responses such as Don’t Know, No Answer, or Refused—risking the loss of valuable information. This study introduces BS-TOSIE (Belief Structure-Based TOPSIS for Survey Item Evaluation), a novel method that preserves and integrates all response types, including ambiguous ones. By combining the Belief Structure framework with the TOPSIS (Technique for Order Preference by Similarity to Ideal Solution) method, BS-TOSIE offers a structured approach to ranking and evaluating individual survey items measured on an ordinal scale, even in the presence of missing or incomplete data. Response distributions are transformed into a belief structure vector, enabling comparison against ideal and anti-ideal benchmarks. We demonstrate this approach using data from the Quality of Life in European Cities survey to assess perceptions of local governance in European cities. This study analyzes changes in citizen satisfaction with local public administration across five key dimensions—timeliness, procedural clarity, fairness of fees, digital accessibility, and perceived corruption—in 83 European cities between 2019 and 2023. The findings reveal persistent regional disparities, with Northern and Western European cities consistently outperforming those in Southern and Eastern Europe, although some cities in Central Europe show signs of improvement. Zurich consistently received high satisfaction scores, while other cities, such as Rome and Palermo, showed lower scores. Unlike traditional methods, our approach preserves the full spectrum of responses, yielding more nuanced and interpretable insights. The results show that BS-TOSIE enhances both the clarity and depth of survey analysis, making a methodological contribution to the evaluation of ordinal data and offering empirical insights into public perceptions of local city administration.

1. Introduction

Questionnaire data analysis plays a central role in quantitative research across disciplines like psychology, marketing, and the social sciences. In the context of the social sciences, analyzing questionnaire data is essential for understanding patterns of human behavior, social attitudes, and demographic trends [1]. Surveys provide standardized and scalable methods for collecting data from large populations, making them ideal for studying and capturing individuals’ perceptions, beliefs, and attitudes, making them especially useful for investigating complex and intangible social phenomena such as quality of life, well-being, and public opinion on various aspects of everyday life [2,3]. Surveys are also important for understanding long-term societal changes and evaluating the effectiveness of programs designed to improve people’s lives. By quantifying responses, researchers can identify correlations, test hypotheses, and draw evidence-based conclusions that support policy development [4]. Likert-scale items are commonly used to measure attitudes, perceptions, or evaluations in surveys [5,6]. For individual questions, basic descriptive statistics—such as medians, means, standard deviations, and response frequencies—are often reported. Visual tools such as bar charts or diverging stacked bar plots are typically used to effectively present response distributions.
These responses often emerge due to various cognitive, motivational, or contextual factors and may reflect uncertainty, lack of knowledge, disengagement, or discomfort with the question. The treatment of such responses requires particular attention. “Don’t Know” may indicate genuine uncertainty, low involvement with the topic, or overly complex or poorly worded questions [7]. “Refused” responses tend to occur in sensitive topics—e.g., income, politics, or personal behavior—where social desirability bias or privacy concerns lead respondents to withhold answers [8,9]. “No Answer” may result from skipped items, fatigue, or disengagement, particularly in longer surveys [10]. These responses may be excluded as missing values, retained as a separate analytical category (especially when meaningful for interpretation), or imputed using statistical methods when the data are assumed to be missing at random [11,12,13]. In most conventional analyses, such responses are either excluded or ignored altogether, leading to information loss and potential bias. While this may be convenient, such simplifications risk oversimplifying the interpretation of data, particularly when analyzing complex societal issues.
To address this gap, we propose a novel method, BS-TOSIE (Belief Structure-Based TOPSIS for Survey Item Evaluation), for the analysis of individual survey questions based on an ordinal scale that explicitly incorporates the “Don’t Know/No Answer/Refused” response category. To analyze such data, we apply the Belief Structure (BS) framework in combination with the TOPSIS (Technique for Order Preference by Similarity to Ideal Solution) method, which allows us to effectively handle the full distribution of responses by replacing it with a single aggregated value. This approach enables comparisons with both ideal and anti-ideal distributions, facilitating interpretable rankings. Moreover, it supports temporal analysis, allowing researchers to track changes in perceptions over time and compare responses across different periods.
To implement the BS-TOSIE method, we follow a structured, multi-step procedure to ensure each survey response is accurately represented. First, ordinal responses and non-responses are encoded into belief structures, capturing the certainty or ambiguity of each answer. Next, these belief structures are combined across all respondents for each survey item, reflecting the collective perception. The resulting belief structure models are then analyzed using a TOPSIS procedure adapted to operate within the belief framework, enabling the calculation of distances from both the ideal and anti-ideal solutions. Finally, individual items are ranked according to their relative proximity to these benchmarks.
We demonstrate BS-TOSIE by assessing the quality of life in European cities, specifically examining citizens’ perceptions of local public administration. Using data from the Quality of Life in European Cities survey [14,15,16], we analyze five performance dimensions: time required to resolve requests; clarity and simplicity of administrative procedures; perceived fairness of fees; ease of online access to services and information; and perceptions of local corruption. The respondent scale ranged from 1 (Strongly Disagree) through 4 (Strongly Agree), with a 99 category reserved for Don’t Know, No Answer, or Refused responses.
We compare our method with the original percentage of positive opinion approach used in the Quality of Life in European Cities reports [14,15,16], where individual responses were simplified by merging “Very Satisfied” and “Rather Satisfied” categories, and responses marked as “Don’t Know/No Answer/Refused” were excluded. We demonstrate that BS structure yields a more nuanced representation of the data, minimizing information loss and preserving the variability inherent in the original responses. The percentage of positive opinion approach offers a simplified, quick, and easily communicable overview of satisfaction, making it particularly useful for dashboards or contexts with limited analytical resources. In contrast, the BS-TOSIE approach delivers a more detailed and accurate insight, suitable for in-depth evaluations, comparative studies, and long-term monitoring.
Unlike earlier studies that applied the belief structure and TOPSIS method to analyze aggregated survey data [17], our study focuses explicitly on the evaluation of individual questionnaire items, offering a more fine-grained and interpretable perspective. This disaggregated view enables more targeted insights into specific components of public service delivery and enhances the diagnostic value of the results for local policymakers. This individual-level perspective offers important complementary insights to aggregate-level analyses [17] and helps minimize information loss inherent in traditional data aggregation.
Our empirical study is guided by the following research questions:
RQ1: 
How do European cities rank in terms of perceived satisfaction with local public administration across the five dimensions derived from individual survey items?
RQ2: 
What are the key differences in perceived satisfaction across European cities regarding these dimensions?
RQ3: 
How has satisfaction with local public administration changed between 2019 and 2023 when analyzing each dimension separately?
This study contributes to the literature by demonstrating how belief structure and TOPSIS methods can be effectively applied to evaluate individual ordinal survey questions. Our approach preserves the granularity of original responses, supports meaningful comparisons over time, and provides richer, more actionable insights for local policymakers. It serves as a methodological and empirical complement to earlier studies based on aggregated data, highlighting the potential of disaggregated ordinal analysis in survey-based social research. Summing up, this study makes several key contributions:
  • It introduces a novel methodological framework for analyzing individual ordinal survey responses with uncertain or ambiguous answer categories.
  • It enhances the interpretability of survey results through rankings relative to ideal and anti-ideal benchmarks.
  • It demonstrates the empirical value of the approach using real-world survey data from European cities, providing practical insights for local administration evaluation.
The remainder of the paper is structured as follows: Section 2 presents the materials and methods, including a description of the survey data and empirical setting as well as the theoretical background and BS-TOSIE approach. Section 3 provides the results of their interpretation in the context of local public administration performance, and Section 4 discusses the analytical findings. Section 5 concludes the paper by summarizing the key findings and outlining directions for future research.

2. Materials and Methods

2.1. Materials

Studying the quality of local administration in cities is essential for understanding how governance influences residents’ everyday lives and the effectiveness of urban service delivery. Such research contributes directly to the achievement of Sustainable Development Goal 11 [18,19,20,21,22,23] by fostering citizen-oriented, transparent, and accountable urban governance. A key component of this effort involves survey-based studies, which provide insight into public perceptions of institutional trust, satisfaction with local services, and civic engagement. These bottom-up perspectives are invaluable for shaping data-driven urban policies and monitoring the inclusiveness and sustainability of city management practices. Several large-scale surveys support this approach, including the Flash Eurobarometer on Quality of Life in European Cities [24], conducted by the European Commission, and the European Quality of Government Index (EQI) [25] from the University of Gothenburg’s QoG Institute. In a broader international context, tools such as UN-Habitat’s Urban Monitoring Framework [26] also offer comparative data on public attitudes toward local governance.
Since its launch in 2007, the Quality of Life in European Cities survey [15] conducted by the European Commission provides detailed assessments of living conditions and public services across European cities, further enriching our understanding of how local administrations perform from a citizen’s perspective.
By gathering the experiences and opinions of respondents across European cities, the survey offers a valuable perspective on various dimensions of urban living. Respondents are asked to assess their satisfaction with various aspects of urban life, including inclusivity, social isolation, employment opportunities, safety, housing, environmental conditions, transport, cultural offerings, city services, and local administration. To date, six editions of the survey have been conducted, with the two most recent being the fifth edition based on data from 2019 [16] and the sixth from 2023 [14], which introduced a set of five questions specifically focused on the quality of local public administration. The last two editions of the Quality of Life in European Cities survey cover 83 cities across the EU, EFTA countries, the United Kingdom, the Western Balkans, and Türkiye, enabling comparative analysis across time and regions [14,16]. The fifth edition was carried out between June and September 2019, with 700 interviews conducted in each city, amounting to 58,100 respondents in total [16]. The sixth edition followed between January and April 2023, with at least 839 residents interviewed per city, resulting in 71,153 completed interviews [14].
Respondents rated five aspects of local administration by indicating their level of agreement with each statement. The question was: “To what extent do you agree or disagree with the following?”
Q1: 
I am satisfied with the amount of time it takes to get a request solved by my local public administration.
Q2: 
The procedures used by my local public administration are straightforward and easy to understand.
Q3: 
The fees charged by my local public administration are reasonable.
Q4: 
Information and services of my local public administration can be easily accessed online.
Q5: 
There is corruption in my local public administration.
The response options included: 1—Strongly Disagree, 2—Somewhat Disagree, 3—Somewhat Agree, 4—Strongly Agree, and 99—Don’t Know/No Answer/Refused. For questions Q1 to Q4, this scale is interpreted as a satisfaction scale: 1 indicates “very unsatisfied,” 2 “rather unsatisfied,” 3 “rather satisfied,” and 4 “very satisfied.” For Q5, the scale is reversed: 1 represents “very satisfied” (no corruption), while 4 indicates “very unsatisfied” (high perception of corruption).
These five items reflect dimensions widely recognized in the academic literature as essential for evaluating local public administration performance, which address critical aspects of service delivery and institutional functioning from the citizens’ perspective, offering a multidimensional view of how urban residents perceive their local authorities. Question Q1, concerning satisfaction with the time it takes to resolve a request, captures perceptions of administrative efficiency. Prompt responses to citizens’ needs are widely recognized as hallmarks of effective public service and are closely linked to overall satisfaction with local governance [27]. Question Q2, addressing the simplicity and transparency of procedures, reflects the accessibility of administrative processes. While related to broader governance concepts such as openness and participation, this question specifically targets the clarity of day-to-day institutional interactions—an aspect strongly emphasized in the literature on local government transparency [28,29]. Question Q3 focuses on the perceived fairness of fees charged by local administrations. This item is crucial for understanding residents’ evaluations of the affordability and equity of public services, with several studies linking reasonable pricing to higher satisfaction and the perceived legitimacy of local authorities [30]. Question Q4, concerning the ease of accessing information and services online, highlights the digital capacity of municipal administrations. The literature shows that developments in e-government—especially those accelerated during the COVID-19 pandemic—play a significant role in improving service delivery, reducing bureaucratic burden, and expanding civic access [31,32]. Question Q5, which asks about perceived corruption in local public administration, directly addresses concerns about institutional integrity. Unlike broader concepts such as generalized trust, this item specifically measures public suspicion of unethical or illegal practices at the local level. Corruption is consistently identified as a key factor undermining institutional legitimacy and the quality of public services [33,34,35].
Together, these five dimensions form a robust and multidimensional framework for assessing the performance of local public administration from the perspective of urban residents. The distribution of responses to questions Q1–Q5 from the 2019 and 2023 editions of the Quality of Life in European Cities survey, along with basic descriptive statistics, is presented in the Appendix (Table A1, Table A2, Table A3, Table A4 and Table A5).
In response to the question regarding satisfaction with the amount of time it takes to get a request solved by local public administration (Q1), opinions remained relatively stable between 2019 and 2023, though some shifts across satisfaction levels were observed (Figure 1). On average, the share of very unsatisfied respondents (Strongly Disagree) slightly increased from 18.4% in 2019 to 18.6% in 2023, while those who were rather unsatisfied (Somewhat Disagree) reported a small increase from 21.7% to 22.6%. At the same time, the share of rather satisfied respondents (Somewhat Agree) declined marginally from 31.9% to 31.5%, and the very satisfied group (Strongly Agree) also saw a slight drop from 18.2% to 17.4%. In both 2019 and 2023, 9.9% of respondents selected “Don’t know/No answer/Refuses”.
In 2019 (see Table A1), city-level variation showed that the percentage of very unsatisfied respondents ranged from 1.4% in Genève to 51.4% in Rome, while for the rather unsatisfied, values extended from 9.9% in Tirana to 38.4% in Berlin. The share of rather satisfied respondents varied from 10.9% in Palermo to 51.8% in Rostock, and for the very satisfied, from 1.3% in Rome to 36.4% in Luxembourg. Responses in the “Don’t know/No answer/Refused” category ranged between 0.7% in Antalya and Athina and 26.1% in Groningen. By 2023 (see Table A1), the pattern had slightly shifted: the share of very unsatisfied respondents ranged from 2.8% in Zurich to 52.2% in Skopje, while the rather unsatisfied group ranged from 9.5% in Ankara to 37.9% in Turin. Among those rather satisfied, the range was between 9.4% in Palermo and 48.8% in Rostock, while very satisfied responses varied from 3.2% in Palermo to 35.9% in Antalya. The “Don’t know/No answer/Refused” category ranged from 1.4% in Lefkosia to 26.1% in Groningen.
On average, citizen satisfaction from time to resolve requests by local administration remained mostly unchanged between 2019 and 2023. Slight decreases in both “very unsatisfied” and “very satisfied” responses indicate a subtle polarization. However, the data also reveal substantial variation between cities, suggesting that local conditions continue to play a significant role in shaping public opinion.
Regarding perceptions of how clear and understandable local administrative procedures are (Q2), public opinion remained relatively stable between 2019 and 2023, with only minor changes observed in satisfaction levels (Figure 2). On average, the share of very unsatisfied respondents stayed unchanged at 15.3%, while those who were rather unsatisfied increased slightly from 23.7% to 24.5%. At the same time, the proportion of rather satisfied respondents rose marginally from 33.8% to 34.2%, whereas the very satisfied group saw a small decline from 21.0% to 19.5%. The share of respondents in the “Don’t know/No answer/Refused” category remained low, with a slight increase from 6.2% to 6.5%. City-level variation was also evident: in 2019 (see Table A2), the share of very unsatisfied respondents ranged from 2.7% (Zurich) to 39.7% (Belgrade), while rather unsatisfied responses spanned 3.9% (Antalya) to 41.2% (Turin); for the rather satisfied, the range was 18.0% (Heraklion) to 58.9% (Braga), and for the very satisfied, 2.8% (Turin) to 43.8% (Antalya), the “Don’t know” responses ranged from 0.0% (Bruxelles) to 20.7% (Oslo). By 2023 (see Table A2), the very unsatisfied group ranged from 3.7% (Zurich) to 34.9% (Belgrade), the rather unsatisfied from 7.2% (Antalya) to 44.3% (Palermo); the rather satisfied from 17.2% (Palermo) to 54.0% (Braga), and very satisfied from 3.9% (Verona) to 47.2% (Antalya), while “Don’t know” responses ranged from 0.5% (Bruxelles) to 17.7% (Tallinn).
Overall, the data show only slight changes in average satisfaction between 2019 and 2023, with perceptions of administrative procedures remaining generally stable. However, a small increase in ‘rather unsatisfied’ responses and a decrease in “very satisfied“ ones may indicate mild frustration with clarity or bureaucracy. Notably, considerable differences between cities highlight the importance of local context in shaping public perceptions.
When evaluating the fairness of fees imposed by local public administrations (Q3), citizen opinion between 2019 and 2023 showed general stability, with only modest variations across satisfaction levels (Figure 3). On average, the share of very unsatisfied respondents increased slightly from 16.8% in 2019 to 17.3% in 2023, while those who were rather unsatisfied also rose modestly from 21.3% to 22.7%. Meanwhile, the proportion of rather satisfied respondents decreased slightly from 37.0% to 36.1%, and the share of those very satisfied declined from 18.4% to 17.2%. The “Don’t know/No answer/Refused” group remained relatively stable, increasing only marginally from 6.5% to 6.8%. City data showed a wide range of variation: in 2019 (see Table A3), the very unsatisfied category ranged from 1.2% (Luxembourg) to 51.0% (Heraklion), rather unsatisfied from 5.1% (Istanbul) to 40.1% (Palermo), rather satisfied from 16.6% (Athina) to 60.0% (Białystok), and very satisfied from 2.0% (Turin) to 38.7% (Cluj-Napoca); the “Don’t know” responses varied between 0.9% (Barcelona) and 22.2% (Tallinn). In 2023 (see Table A3), the very unsatisfied share ranged from 2.3% (Luxembourg) to 47.8% (Heraklion), rather unsatisfied from 7.7% (Istanbul) to 44.6% (Palermo), rather satisfied from 16.0% (Palermo) to 54.1% (Białystok), very satisfied from 3.7% (Naples) to 37.7% (Cluj-Napoca), and “Don’t know” from 1.3% (Antwerpen) to 20.5% (Tallinn). In summary, while average responses remained broadly consistent, the data reveal continued and significant differences in perception across cities, underlining the importance of local conditions in shaping views on the fairness of administrative fees. On average, opinions on local administrative fees were also steady. Slight increases in dissatisfaction and slight drops in satisfaction point to minimal overall change, though the range of responses by city remained wide, indicating local disparities.
When it comes to accessing local public services and information online, on average, citizen perceptions between 2019 and 2023 remained broadly stable (Figure 4). The average share of respondents who were very satisfied slightly declined from 32.7% to 29.5%, while those who were rather satisfied increased from 35.8% to 38.1%. At the same time, dissatisfaction rose slightly, with very unsatisfied responses increasing from 7.7% to 8.6% and rather unsatisfied from 13.5% to 14.8%. The share of respondents unsure or unwilling to answer decreased modestly from 10.3% to 9.0%. In terms of variation across cities, in 2019 (see Table A4), the share of very unsatisfied respondents ranged from 0.5% (Zurich) to 23.3% (Diyarbakir), while for the rather unsatisfied, the range was 5.7% (Burgas) to 29.2% (Palermo). For the rather satisfied category, responses varied from 21.0% (Marseille) to 58.5% (Braga), and for the very satisfied, from 6.3% (Rome) to 55.4% (Aalborg). The “Don’t know/No answer/Refused” category ranged from 1.5% (Luxembourg) to 26.6% (Piatra Neamt). By 2023 (see Table A4), the share of very unsatisfied respondents ranged from 0.7% (Zurich) to 20.8% (Diyarbakir), rather unsatisfied from 7.8% (Antalya) to 31.2% (Palermo), rather satisfied from 23.3% (Sofia) to 59.5% (Braga), and very satisfied from 7.5% (Lisboa) to 49.1% (Ankara). Uncertainty responses varied between 2.3% (Luxembourg) and 25.5% (Piatra Neamt). Overall, on average, results suggest a relatively steady view of online accessibility, though with a small uptick in both satisfaction and dissatisfaction at the margins, indicating a slight polarization in citizen opinion.
In response to the statement “There is corruption in my local public administration” (Q5), it is important to note that higher agreement indicates a more negative perception, suggesting greater concern about corruption, while disagreement implies a more positive assessment, i.e., a belief that corruption is not present. Between 2019 and 2023, citizen opinion on this issue remained fairly steady, with only minor shifts in the average responses (Figure 5). On average, the share of respondents who strongly disagreed (meaning they firmly believe there is no corruption) declined slightly from 18.5% in 2019 to 17.1% in 2023, and those who somewhat disagreed remained nearly unchanged, moving from 20.4% to 20.1%. On the other hand, somewhat agreeing (i.e., suggesting some perception of corruption) rose slightly from 22.0% to 22.9%, while strong agreement (a strong belief that corruption exists) remained almost stable, from 18.9% to 18.8%. The share of respondents in the “Don’t know/No answer/Refused” category increased slightly from 20.2% to 21.1%, indicating a slight rise in uncertainty or reluctance to answer.
In 2019 (see Table A5), the percentage of strongly disagreeing respondents ranged from 2.1% (Braga) to 61.6% (Aalborg) and somewhat disagreeing from 4.2% (Belgrade) to 39.9% (Wien). Those who somewhat agreed ranged between 7.0% (Rotterdam) and 48.5% (Verona), while strongly agreed responses ranged from 2.6% (Zurich) to 59.2% (Tirana). The “Don’t know” category ranged from 2.4% (Tirana) to 41.9% (Leipzig). By 2023 (see Table A5), these ranges had shifted slightly: strongly disagree responses varied from 3.4% (Zagreb) to 51.7% (Copenhagen), somewhat disagree from 6.0% (Belgrade) to 36.3% (Zurich), somewhat agree from 10.5% (Groningen) to 47.7% (Braga), and strongly agree from 3.6% (Zurich) to 58.7% (Skopje). The “Don’t know” category ranged from 4.1% (Lefkosia) to 39.2% (Leipzig). Overall, the data suggest that perceptions of corruption on average in local public administrations have remained relatively stable over the years, with a slight increase in the proportion of respondents perceiving some level of corruption. However, the wide variation across cities highlights differing local experiences and trust levels in public institutions.
Between 2019 and 2023, average public opinion across all five dimensions of local public administration remained largely stable, with only modest shifts in response distributions, mainly slight increases in dissatisfaction and uncertainty. For each question, city-level variation remained significant, suggesting that local context plays a crucial role in shaping public perceptions. In particular, both satisfaction and dissatisfaction levels varied widely between cities in each wave, highlighting persistent disparities in citizen experience. While no major trends changed, subtle signs of growing frustration, especially around clarity and perceived corruption, point to uneven experiences and the continued relevance of local governance quality for citizen trust.

2.2. Methods

To assess respondents’ evaluations of individual survey items, we propose a novel method—the Belief Structure and TOPSIS Approach for Individual Survey Item Ranking (BS-TOSIE)—which integrates the BS model with the TOPSIS technique. This approach enables the structured aggregation and ranking of ordinal survey responses, while also accounting for ambiguity and non-responses.
The BS model was developed in papers [36,37,38]. Belief structure-based TOPSIS (B-TOPSIS) enhances traditional TOPSIS by integrating BS to better handle uncertainty in group decision-making [39]. Burns and Roszkowska [40] explored this method through the lens of Sociological Game Theory, linking belief components to decision-making behavior. It was further developed using Fuzzy Belief Structures (FBS) to represent imprecise expert evaluations with fuzzy numbers [41,42]. Belief structure-based TOPSIS has been applied in diverse areas, such as failure risk analysis [42], urban transport delay assessment [43], and hybrid efficiency evaluation methods [44], quality of life [17], proving its adaptability across complex Multi-Criteria Decision Making (MCDM) contexts.
The proposed BS-TOSIE approach consists of several systematic steps that guide the evaluation and ranking process.
Step 1: Data Collection.
Responses to individual survey items are collected and categorized according to an ordinal scale, while non-responses are also recorded as a distinct category. We assume a set of objects O = { O 1 , O 2 , O m } is assessed by respondents using an ordinal evaluation scale with N categories H 1 , H 2 , H N , where H k is more preferred than H k + 1 . An additional category captures “Don’t Know/No Answer/Refused” responses. In our analysis, the objects are cities, which are evaluated by their residents based on specific questionnaire items using this scale.
Step 2: Construct the Belief Structure Models.
Respondents’ evaluations are encoded into belief distributions for each survey item, capturing the collective perception and associated uncertainty. Each object O i is represented using a Belief Structure model [17,39]:
B S ( O i ) = H k ;   β i k ;   k = 1 , , N
This model can be written as a vector:
S i = β i 1 , β i 2 , β i N .
where β i k = n i k n i   is the belief degree—i.e., the proportion of respondents who selected evaluation grade H k , n i is the number of respondents who evaluated i th object. The degree of ignorance β i = 1 k = 1 N β i k captures the share of non-responses for i th object ( i = 1,2 , m ) .
Step 3: Normalize the Belief Structure Models.
In cases where data are incomplete, normalization ensures the consistency of belief distributions. To account for uncertainty, the center of gravity method is used [17,39,41]. The Normalized Belief Structure Model is defined as:
B S C O i = H k , β i k + β i N : k = 1 , , N .
This guarantees that:
k = 1 N ( β i k + β i N ) = k = 1 N   β i k + N β i N = 1 .
Consequently, the normalized vector can be written as:
S ¯ i = β i 1 + β i N , β i 2 + β i N , , β i N + β i N .
Step 4. Determine the Utility Function and Similarity Matrix.
The assessment grades are then translated into their respective utility values and calculate the similarity between them to measure their closeness. Each evaluation grade H k is assigned a utility score U ( H i ) [ 0,1 ] with U H 1 = 1 , for the most preferred grade and U H N = 0 , for the least. The scores are strictly decreasing:
U H k + 1 < U H k   for   k = 1,2 , , N 1 .
This utility function quantifies the satisfaction level associated with each evaluation grade, providing a numerical representation of how desirable or acceptable a given grade is from the decision-maker’s perspective. The assignment of utility values can follow a symmetric or asymmetric pattern, depending on the decision-maker’s preferences and the specific nature of the decision problem. In some situations, equal differences between grades may be assumed (symmetric), whereas in others, certain grades may be considered more significant than others (asymmetric). The utility function should be chosen to reflect these considerations accordingly.
The similarity between grades H i and H j is calculated as [39]:
s ~ i j H i , H j = 1 U H i U H j .  
These values form the similarity matrix [39]:
S ~ = [ s ~ i j ] ,
capturing the degree of closeness between evaluation categories.
Step 5: Identify Ideal and Negative Ideal Belief Solutions.
The Positive Ideal Belief Solution (PIBS) represents the best possible evaluation outcome:
A + = 1 , , 0  
meaning that 100% of respondents assign the highest evaluation grade H 1 to the object, indicating unanimous top preference.
Conversely, the Negative Ideal Belief Solution (NIBS) represents the worst-case scenario:
A = 0 , , 1 .
where 100% of respondents assign the lowest evaluation grade H N , indicating unanimous bottom preference.
In summary, the vectors A +   and A   correspond to belief structures where the entire belief mass is assigned to the highest and lowest evaluation grades, respectively, thus clearly representing the best and worst possible evaluation outcomes.
Step 6: Compute Separation Measures.
To assess how close each object is to the ideal and worst cases, we compute separation measures using a belief-based distance metric [39], where the comparison between two BS models is transformed into the distance measure between two vectors.
The distance from PIBS for object O i is calculated as:
D i + = d B S     S ¯ i , A + = 1 2     S ¯ i A + S ~   S ¯ i A + T 1 2 .
Similarly, the distance from NIBS for the object O i is calculated as:
  D i = d B S     S ¯ i , A = 1 2   S ¯ i A S ~   S ¯ i A T 1 2 .
Step 7: Calculate Relative Closeness.
The relative closeness of the object O i to the ideal solution is given by:
T i = D i D i + D i +
where D i − represents the separation measure of O i from the NIBS, and D i + represents the separation measure of O i from the PIBS, with i = 1,2 , , m .
A higher T i indicates that object O i is closer to the ideal solution and thus represents a more favorable outcome.
Step 8: Rank the objects.
Based on the values of T i   , we rank the object from most to least favorable. The object with the highest relative closeness T i   is considered the best-performing in terms of perceived satisfaction among respondents.
The diagram below (Figure 6) illustrates the key steps of the BS-TOSIE method, outlining the entire process from data encoding to final ranking.

3. Results

In this section, we apply the BS-TOSIE method to rank cities based on residents’ satisfaction with local public administration. Drawing on survey data from the 2019 and 2023 editions of the Quality of Life in European Cities survey [15], we examine five key dimensions of satisfaction: Q1—time taken to resolve requests; Q2—clarity of procedures; Q3—reasonableness of fees; Q4—accessibility of online services; and Q5—perception of corruption. The five indicators TQ1–TQ5, derived through the BS-TOSIE approach for each item calculated by Equation (13), enable us to track and compare public opinion on local administration across cities and over time.
The BS-TOSIE method is implemented through a step-by-step procedure described in Section 2.1., as outlined below:
Step 1: Data Collection.
Responses to individual items (Q1–Q5) are categorized according to an ordinal satisfaction scale. For questions Q1–Q4, the scale ranges from very satisfied ( H 1 ) to very unsatisfied ( H 4 ), corresponding to values 4 to 1 from the ordinal scale. For question Q5, the scale is reversed (from 1 to 4). Additionally, non-responses—including “Don’t know,” “No answer,” and “Refused”—are recorded as a separate category 99 and correspond to a degree of ignorance. The analysis includes 83 cities as evaluation objects. Due to the lack of data in 2023 regarding responses to question Q5, the TQ5 indicator for Tirana were omitted.
Step 2: Construct the Belief Structure Models.
Respondents’ evaluations are transformed into belief distributions for each city, item, and year (see Table A1). For example, for Aalborg in 2019 (Q1), the belief structure is: BS = {(very satisfied, 0.247), (rather satisfied, 0.423), (rather unsatisfied, 0.111), (very unsatisfied, 0.053)}, with the degree of ignorance 1 − (0.247 + 0.423 + 0.111 + 0.053) = 0.166. This is represented as a belief vector: S1 = [0.247, 0.423, 0.111, 0.053]. Similarly, for Aalborg in 2019 and question Q5 (see Table A5) the vector is S2 = [0.616, 0.173, 0.133, 0.033], with degree of ignorance 0.045.
Step 3: Normalize the Belief Structure Models.
All belief vectors obtained in Step 2 are normalized using Formula (5). For example, the normalized vector for Aalborg (Q1, 2019) is: S ¯ 1 = [0.289, 0.464, 0.153, 0.095]. Consequently, the normalized vector for Aalborg (Q5, 2019) becomes S ¯ 2 = [0.627, 0.184, 0.144, 0.044].
Step 4: Determine the Utility Function and Similarity Matrix.
Each satisfaction level is assigned a utility value (Formula (6)). We adopt the utility function [17,39] as follows: U H 1 = 1 ,   U H 2 = 0.7 ,   U H 3 = 0.4 , U H 4 = 0 . These value, by using Formula (7), form the basis for constructing the similarity matrix S ~ , which quantifies the perceived closeness between satisfaction levels using the formula as follows:
S ~ = 1 0.7 0.4 0 0.7 1 0.7 0.3 0.4 0.7 1 0.6 0 0.3 0.6 1 .
Step 5: Identify Ideal and Negative Ideal Belief Solutions.
The Positive Ideal Belief Solution (PIBS) represents full satisfaction: A + = 1 , , 0 , while the Negative Ideal Belief Solution (NIBS) represents full dissatisfaction: A = [0, 0, 0, 1]. Full satisfaction refers to a situation in which all respondents (100%) select the rating category corresponding to “very satisfied”, while full dissatisfaction occurs when all (100%) respondents choose the category “very dissatisfied”.
Step 6: Compute Separation Measures.
Distances from each city’s belief vector to PIBS and NIBS are computed using belief-based distance measures (Formulas (11) and (12)). For example, for Aalborg (Q1, 2019), the distance to PIBS is 0.417 and to NIBS is 0.723. For Aalborg (Q5, 2019), the respective distances are 0.231 and 0.825.
Step 7: Calculate Relative Closeness.
Relative closeness to the ideal solution is calculated using the standard TOPSIS closeness coefficient (Formula (13)). For Aalborg in 2019, the values are 0.634 for Q1 and 0.781 for Q5. The results for all cities, questionnaire items, and years are presented in Table 1 for the 2019 year and Table 2 for the 2023 year. Higher closeness values indicate greater satisfaction.
Step 8: Rank the objects.
Finally, cities are ranked according to their relative closeness scores across all five dimensions of local administration satisfaction. For each dimension (Q1–Q5), both the satisfaction levels (TQ1–TQ5), measured using the BS-TOSIE approach, and the rankings of European cities are presented for the years 2019 and 2023. These results are shown in Table 1 and Table 2, respectively.
Descriptive statistics for the values of TQ1–TQ5 for 2019 and 2023 are presented in Table 1 and Table 2 and box plots in Figure 7.
The analysis addresses the three research questions (RQ1–RQ3) presented in the introduction. It is conducted separately for each of the five dimensions of satisfaction with local administration in European cities, evaluated through questions Q1–Q5 using the corresponding measures TQ1–TQ5.
The satisfaction indicator TQ1 reflects how citizens perceive the efficiency of local administrations in resolving requests. In 2019 (Table 1), scores ranged from 0.290 in Rome to 0.660 in Zurich, with an average of 0.533 and a standard deviation of 0.075. Zurich (0.660), Luxembourg (0.657), Geneva (0.648), Aalborg (0.634), and Groningen (0.634) ranked highest, reflecting strong institutional capacity in Western and Northern Europe. In contrast, Rome (0.290), Palermo (0.311), Naples (0.364), Heraklion (0.364), and Skopje (0.370) showed the lowest satisfaction, highlighting persistent issues such as bureaucracy and delays. A clear North–South divide was evident, with higher satisfaction in Northern and Western cities.
By 2023 (Table 2), the average dropped slightly to 0.528 and a standard deviation of 0.072, indicating stable perceptions with a minor decline. Zurich (0.654), Genève (0.645), Luxembourg (0.645), and Antalya (0.632) remained top performers, while Rome (0.304), Palermo (0.313), Skopje (0.329), and Naples (0.362) stayed among the lowest. However, cities like Ankara and Antalya improved notably, suggesting successful reforms.
Overall, the average change of −0.005 reflects a minor drop in satisfaction. While top cities maintained their position, gains in parts of Turkey and Eastern Europe contrast with slight declines in some UK cities (e.g., Glasgow, Cardiff, Manchester) and Northern Europe (e.g., Copenhagen), possibly linked to rising expectations or service strain. Despite ongoing regional disparities, improvements in several cities suggest the potential for wider progress.
The satisfaction indicator TQ2 reflects citizens’ satisfaction with how straightforward and easy to understand the procedures used by local public administrations are. In 2019 (Table 1), TQ2 ranged from a low of Rome (0.373) to a high of Brussels (0.693), with average satisfaction at 0.559 and a standard deviation of 0.068. In 2019, satisfaction with the clarity of administrative procedures varied widely. Cities such as Brussels (0.693), Lefkosia (0.679), Liège (0.678), Antalya (0.673), and Antwerpen (0.665) reported the highest levels of agreement, suggesting well-designed and accessible administrative systems. In contrast, cities like Rome (0.373), Belgrade (0.405), Palermo (0.414), and Zagreb (0.426), recorded low satisfaction, indicating administrative complexity and limited citizen engagement.
By 2023 (Table 2), the average satisfaction with procedures decreased to 0.553, with a standard deviation of 0.063, indicating a slight drop in satisfaction with the clarity of local public administration procedures. By 2023, the overall landscape showed continuity with notable regional shifts. Antalya (0.692), Ankara (0.680), Liège (0.678), and Brussels (0.674) remained among the top performers. Ankara showed the most improvement of 0.082, whereas Podgorica experienced a decline of −0.055.
The satisfaction indicator TQ3 reflects citizens’ agreement with the reasonableness of the fees charged by their local public administration. In 2019 (Table 1), TQ3 ranged from a low of Heraklion (0.328) to a high of Luxembourg (0.679), with average satisfaction at 0.547 and a standard deviation of 0.075. Satisfaction varied considerably across cities. The highest scores were observed in Luxembourg (0.679), Cluj-Napoca (0.662), and Zurich (0.648) indicating widespread satisfaction with fee fairness in well-funded, efficient systems. Cities such as Graz (0.639), Stockholm (0.633), and Vien (0.626) also performed well. In contrast, cities like Heraklion (0.328), Athina (0.332), Rome (0.358), Palermo (0.369). Riga (0.372) and Naples (0.373) ranked low, suggesting concerns over cost transparency and fairness. Central and Eastern Europe showed mixed results: Cluj-Napoca (0.662) and Košice (0.608) performed strongly, while Belgrade (0.419), Zagreb (0.417), and Sofia (0.514) lagged.
By 2023 (Table 2), the average satisfaction decreased slightly to 0.538, with a standard deviation of 0.068, reflecting a slight increase in the perception of unreasonable fees in some cities. In 2023, cities such as Luxembourg (0.686), Cluj-Napoca (0.662), Zurich (0.646) Valletta (0.627) continued to rank highly. Notably, Ankara showed a significant improvement of 0.068. Elsewhere, changes were more modest. Aalborg saw a small decline from 0.590 to 0.583, and Bratislava dropped slightly from 0.601 to 0.582. Rome, Palermo, and Athina remained among the lowest-scoring cities, though Athina improved modestly from 0.332 to 0.378, while Skopjee had a decline of −0.075.
The average difference of −0.027 indicates a moderate decrease in satisfaction regarding the reasonableness of fees over the four years. While average satisfaction with administrative fees slightly declined between 2019 and 2023, Northern and Western European cities continued to perform well, benefiting from transparent governance. Southeastern Europe showed some positive movement, particularly in Turkish cities. Eastern Europe exhibited mixed dynamics, with leaders like Cluj-Napoca and Tallinn maintaining high scores, while others stagnated. The overall picture remains marked by persistent regional disparities, though gradual progress is evident in some areas.
The satisfaction indicator TQ4 reflects citizens’ satisfaction with the accessibility of information and services provided by local public administrations online. In 2019 (Table 1), TQ4 ranged from a low of Naples (0.505) to a high of Aalborg (0.770), with an average satisfaction score of 0.651 and a standard deviation of 0.055, suggesting a moderate variation in access to services online across European cities. Top performers in 2019 included Aalborg (0.770), Groningen (0.761), Graz (0.755), Antalya (0.745), and Zurich (0.741) indicating robust digital infrastructure and user-friendly platforms. Scandinavian cities, such as Copenhagen (0.717) and Malmö (0.707), also scored highly in terms of accessibility. In contrast, cities like Naples (0.505), Rome (0.510), and Palermo (0.515) lagged significantly, showing challenges in providing effective digital services. The overall average satisfaction remained relatively stable at 0.634 by 2023, with a standard deviation of 0.047. Top-performing cities in 2023 (Table 2) included Zurich (0.732), Antalya (0.728), Groningen (0.719), Graz (0.712), Ankara (0.711), Burgas (0.711), and Aalborg (0.710). Cities showing improvements from 2019 to 2023 included Ankara (from 0.673 to 0.711) and Cluj-Napoca (from 0.650 to 0.683). On the other hand, London (from 0.722 to 0.641) and Miskolc (from 0.707 to 0.662) experienced slight declines. The average difference of −0.017 indicates a moderate decline in satisfaction regarding online access to services from 2019 to 2023.
The satisfaction indicator TQ5 addresses the perception of corruption, where higher scores indicate a lower perceived level of corruption and greater satisfaction with local public administration. In 2019 (Table 1), TQ5 ranged from a low of Skopje (0.267) to a high of Aalborg (0.781), with an average satisfaction score of 0.518 and a standard deviation of 0.105. In 2019, cities such as Skopje (0.267), Tirana (0.265), Belgrade (0.299), and Zagreb (0.305), had the lowest scores, reflecting high levels of perceived corruption. In contrast, cities like Aalborg (0.781), Copenhagen (0.768), Groningen (0.687), Malmö (0.674), and Zurich (0.667) scored highest, indicating strong public trust and perceived integrity in administration. In 2023 (Table 2), the average satisfaction decreased slightly to 0.511, with a standard deviation of 0.090, indicating that the perception of corruption across the cities remained relatively unchanged, despite small fluctuations. In 2023, this pattern remained broadly consistent, with Copenhagen (0.730), Aalborg (0.695), and Zurich (0.659) continuing to lead, although their scores declined slightly—Copenhagen by 0.038 and Aalborg by 0.086—suggesting a marginal increase in perceived corruption. Istanbul saw high improvements in their scores of 0.08.
In summary, perceptions of corruption remained relatively stable across Europe. Northern European cities maintained leadership in public trust, while cities in Southern and Eastern Europe continued to struggle, albeit with modest improvements.
The overall analysis of changes between 2019 and 2023 reveals a stable, though regionally uneven, trajectory of satisfaction with local public administration across Europe. The Pearson correlation coefficients between the TQ measures for 2019 and 2023 are as follows: 0.958 for TQ1, 0.945 for TQ2, 0.950 for TQ3, 0.946 for TQ4, and 0.974 for TQ5. Northern and Western European cities continue to lead in most indicators, with Zurich, consistently ranking among the top performers, while Rome and Palermo are among the bottom. Several cities in Turkey and Eastern Europe have demonstrated notable progress, highlighting that reforms can lead to positive outcomes. In contrast, many cities in Southeastern Europe show persistent underperformance, particularly in transparency, procedural clarity, and digital services. Broader systemic challenges remain across Southern and Southeastern Europe, underscoring the need for sustained investment and reform.

4. Discussion

In this chapter, we compare the results obtained using the BS-TOSIE method, presented earlier in Section 3, with the methodology used in the Reports on the Quality of Life in European Cities [14,16] to assess satisfaction with local administration in each domain. The percentage of respondents with a positive opinion (i.e., “rather satisfied” and “very satisfied”) is aggregated, with the percentages calculated based on all respondents, excluding those who selected “don’t know” or did not answer. The measures denoted as PQ1 to PQ5, allow us to rank cities according to satisfaction levels for each item separately. The results of the PQ1–PQ5 measure calculations are presented in Table 3 for the year 2019 and in Table 4 for the year 2023. Due to the lack of data in 2023 regarding responses to question Q5, the PQ5 indicator for Tirana was omitted.
Descriptive statistics for the values of PQ1–PQ5 for 2019 and 2023 are presented in Table 3 and Table 4, and box plots in Figure 8.
In 2019 (Table 3), satisfaction with the time taken to resolve requests (PQ1) ranged from a low of 13.3% in Palermo to a high of 85.6% in Zurich. The average satisfaction was 55.9%, with a standard deviation of 14.2%, showing significant variation across cities. Cities like Zurich (85.6%), Geneve (81.8%), and Aalborg (80.3%), reported high satisfaction, while Palermo (13.3%), Naples (25.5%), and Turinn (31.8%) struggled with slower responses. By 2023 (Table 4), Zurich (82.9%) remained at the top, while Palermo (13.1%) again ranked at the bottom. The average increased slightly to 54.5%, with a standard deviation of 13.1%, suggesting some improvement but continued disparities. Top cities in 2023 again included Zurich (82.9%), Geneve (80.5%), and Aalborg (74.2%) while Palermo (13.1%), Rome (17.1%), and Naples (26.6%) remained among the worst. An average decline of −1.4 percentage points (p.p) indicates a slight reduction in administrative responsiveness, with Northern and Western cities still leading and those in Southern Europe trailing.
In 2019 (Table 3), satisfaction with the clarity of procedures (PQ2) ranged from 15.8% in Rome to 78.9% in Lefkosia, with an average of 58.4% and a standard deviation of 12.6%. The best cities were Lefkosia (78.9%), Geneve (78.9%), and Bruxelles (78.9%), while the worst performers included Rome (15.8%), Palermo (28.8%), Naples (36.1%). In 2023 (Table 4), Geneve led first with 79.1%, and Palermo remained last at 23.9%. In 2023, the top-performing cities included Geneva (79.1%), Liège (78.2%), Antalya (77.9%), and Luxembourg (77.6%), whereas Palermo (13.1%), Rome (31.3%), Belgrade (35.7%), and Naples (36.1%) ranked among the lowest The average satisfaction declined to o 57.4%, with a slightly reduced standard deviation of 11.8%, indicating marginal overall improvement. The average decrease of −1 p.p reflects some overall regress in the clarity of procedures across the cities. Some cities, particularly in Southern and Eastern Europe, still faced difficulties in simplifying their processes, also regional disparities remain significant.
In 2019 (Table 3), satisfaction with the reasonableness of public service fees (PQ3) ranged from just 22.4% in Palermo to 81.1% in Tallinn, with an average of 59.6% and a standard deviation of 13.45%, reflecting strong disparities across cities. Leading cities included Tallinn (81.1%), Zurich (80.4%), Luxembourg (78.5%), and Praha (78.3%), while the lowest ratings came from Palermo (22.4%), Riga (26.1%), Rome (26.6%), and Athina (26.7%).
By 2023 (Table 4), Luxembourg (81.5%) and Zurich (79.9%) remained at the top, but the average dropped slightly to 57.34%, with a standard deviation of 12.46%, suggesting a mild convergence in perceptions but not a clear improvement. The overall change of −2.22 p.p signals stagnation or even decline.
In 2019 (Table 3), satisfaction with online access to public services (PQ4) ranged from 53.1% in Palermo to 91.2% in Groningen, with an average of 76.4% and a standard deviation of 8.7%. The best cities were Groningen (91.2%), Zurich (90.6%), Micolic (89.4%), and Copenhagen (89.3%). The lowest scores came from Palermo (53.1%), Naples (55%), and Rome (56.6%). By 2023 (Table 4), little had changed at the top or bottom: Zurich (89.8%) led first, and Palermo (50.0%) remained last. The average decreased slightly to 74.2%, with a small drop in deviation to 7.9% showing a modest regression in digital transformation, with persistent regional gaps.
In 2019 (Table 3), satisfaction with the perception of corruption (Q5) ranged from a low of 10.5% in Belgrade to a high of 82.6% in Aalborg, with an average of 49.1% and a high standard deviation of 19.1%. The best cities were Aalborg (82.6%), Copenhagen (82.5%), and Zurich (80.4%), and the worst included Belgrade (10.5%), Zagreb (10.9%), and Skopje (12.4%). In 2023 (Table 4), top rankings held: Copenhagen (80.4%), Zurich (79.9%), Rennes (76.1%), Belgrade (12.5%), Zagreb (12.7%), and Skopje (15.6%), and stayed at the bottom. The average rose slightly to 47.5%, with a standard deviation of 17.0% reflecting again regression. Corruption remains a serious issue in Southern and Eastern Europe, despite high-performing cities maintaining solid scores.
The comparison between the two aggregate indicators, PQ and TQ, reveals key methodological differences in how citizen satisfaction with local public administrations is measured. While both indicators aim to capture citizen perception, TQ offers a more refined and informative measure. PQ aggregates only the share of positive responses (“rather satisfied” and “very satisfied”), ignoring the intensity of opinion as well as negative and neutral responses. As a result, different distributions of responses can yield identical PQ values, potentially masking dissatisfaction or differences in satisfaction strength. TQ, in contrast, incorporates all response categories and reflects response intensity. This provides a more nuanced view of public perception by capturing the full spectrum of opinion. A crucial methodological distinction between the two measures, PQ and TQ, lies in how they treat missing or undefined responses—specifically, those categorized as 99, representing “Don’t Know,” “No Answer,” or “Refused” answers. In the PQ method, these responses are completely excluded from the calculation. PQ is derived as the percentage of respondents selecting “rather satisfied” or “very satisfied” among only those who provided a valid ordinal answer. This approach assumes that non-responses offer no informational value. However, by excluding them, the method can inadvertently overestimate satisfaction levels—particularly in cities with high rates of non-response—since it only considers respondents who expressed a clear opinion. In contrast, the TQ method includes these ambiguous responses by redistributing them proportionally across the full range of satisfaction categories (1 to 4). This approach assumes that even non-committal answers reflect an underlying distribution of satisfaction and thus contribute meaningfully to the overall result. By doing so, TQ avoids the bias introduced by excluding uncertain respondents, offering a more cautious and balanced estimate. This distinction becomes especially significant in contexts with large shares of category 99 responses, as it determines whether these inputs are integrated into the overall picture or ignored.
To illustrate the implications of these differing methodologies, Table 5 presents examples of cities with identical PQ1 scores but diverging TQ1 scores—and vice versa—highlighting how the two indicators can tell different stories depending on how satisfaction is measured.
We begin by examining cities that report the same PQ1 scores but show differences in their TQ1 values. These examples demonstrate how TQ can capture meaningful nuances that PQ overlooks:
Helsinki and Prague: Both cities report a PQ1 of 51.2%, indicating a similar proportion of satisfied residents. However, Helsinki’s TQ1 is slightly lower (0.512 vs. 0.525), reflecting its higher share of non-responses (23.6% compared to 19.0%). This suggests greater uncertainty among Helsinki residents, which is captured by TQ but not PQ.
Dortmund and Istanbul: While both cities share a PQ1 of 52.3%, their TQ1 scores diverge significantly: 0.535 for Dortmund and 0.492 for Istanbul. The difference is not driven by uncertainty—since Istanbul has a low non-response rate (2.9%)—but by a more polarized satisfaction pattern, with stronger responses at both ends of the scale. TQ reflects this imbalance, whereas PQ does not.
Lefkosia and Vilnius: Both cities show a PQ1 of 53.5%, yet Lefkosia’s TQ1 is slightly lower (0.531 vs. 0.538). The difference stems from Lefkosia’s more polarized responses, whereas Vilnius exhibits a more moderate and balanced distribution of satisfaction. Again, TQ identifies differences that PQ misses.
Budapest and Stockholm: Although both report a PQ1 of 53.7%, Budapest’s TQ1 (0.547) is significantly higher than Stockholm’s (0.526). This gap is largely due to Stockholm’s higher non-response rate (20.6% vs. 14.6%), which, when redistributed in the TQ calculation, lowers its score. This indicates that satisfaction in Budapest is more widespread and less uncertain—something only TQ captures.
Conversely, there are cases where cities have identical TQ1 scores but varying PQ1 values. These examples reveal how TQ can identify underlying similarities that PQ conceals:
Heraklion and Naples: Both cities have a TQ1 of 0.364, but Heraklion has a higher PQ1 (33.2%) than Naples (25.5%). Despite the lower satisfaction share in Naples, the distribution of responses across the spectrum results in a comparable TQ1, indicating a similar overall balance of satisfaction.
Berlin and Bucharest: With a shared TQ1 of 0.468, Berlin reports a PQ1 of 36.0%, while Bucharest stands at 50.0%. The explanation lies in Bucharest’s more polarized responses compared to Berlin’s even spread. TQ reflects that the overall satisfaction balance between the two cities is more alike than PQ suggests.
Ankara and Braga: Both cities report a TQ1 of 0.521, yet Ankara’s PQ1 is higher at 57.9% compared to Braga’s 51.5%. Ankara’s responses are more concentrated in strong agreement, while Braga’s are more moderate. TQ equalizes these differences, showing that the overall balance of satisfaction is similar.
Prague and Bologna: Despite a TQ1 of 0.525 in both cities, Bologna has a slightly higher PQ1 (54.0%) than Prague (51.2%). Bologna’s satisfaction responses are more strongly skewed toward agreement, whereas Prague’s are more evenly distributed. TQ reflects this similarity in overall balance, despite PQ’s divergence.
The city-by-city comparisons underscore the value of TQ1 as a more nuanced and comprehensive measure of public satisfaction. While PQ1 offers a simple and intuitive metric of how many people are satisfied, it can overlook critical factors such as satisfaction intensity, distributional balance, and response uncertainty. This is particularly problematic in cities with high non-response rates or sharply divided opinions. By incorporating all responses—including those typically dismissed as “uninformative”—and reflecting their satisfaction distribution, TQ avoids the distortions inherent in PQ. It avoids the upward bias that can arise when non-responses are excluded and accounts for differences in response behavior that can meaningfully shape perception outcomes. It reveals hidden differences masked by similar satisfaction shares, highlights underlying similarities in seemingly divergent cities, and supports fairer comparisons across diverse urban contexts.
Table 6 provides a structured comparison between the PQ and TQ satisfaction measures. It highlights key differences in methodology, interpretation, and use cases.
In summary, TQ stands out as a more robust, equitable, and methodologically sound tool for measuring public satisfaction. Its capacity to incorporate uncertainty, reflect satisfaction intensity and enable fairer cross-city comparisons makes it particularly valuable for policy evaluation, service benchmarking, and longitudinal monitoring. In complex and diverse urban contexts, TQ provides a deeper and more reliable foundation for understanding citizen perspectives. It should be preferred in policy evaluation, service benchmarking, and longitudinal analysis.
It is worth noting that, despite methodological differences, both the PQ1–PQ5 and TQ1–TQ5 indicators provide highly consistent results when compared pairwise. Pearson correlation coefficients for 2019 reveal strong alignment between the two measures PQ and TQ for each pair: 0.959 for Q1, 0.957 for Q2, 0.948 for Q3, 0.883 for Q4, and 0.961 for Q5. In the same way, Spearman rank correlation coefficients indicate a strong relationship between PQ and TQ for each question, with values of 0.955 for Q1, 0.933 for Q2, 0.930 for Q3, 0.847 for Q4, and 0.974 for Q5.
A similar pattern is observed in 2023, with correlations of 0.964 for Q1, 0.967 for Q2, 0.965 for Q3, 0.897 for Q4, and 0.964 for Q5. In the same way, Spearman rank correlation coefficients indicate a strong relationship between PQ and TQ for each question, with values of 0.973 for Q1, 0.962 for Q2, 0.954 for Q3, 0.884 for Q4, and 0.977 for Q5.
Rankings of top and low-performing cities are also largely consistent across both sets of indicators. Western and Northern Europe maintain high satisfaction levels, particularly in digital accessibility and low corruption perceptions. Central and Eastern Europe show notable improvements in online services and procedural clarity. In contrast, the Balkans continue to face significant challenges across most dimensions of administrative quality.

5. Conclusions

This study introduced BS-TOSIE, a novel methodological framework designed to improve the analysis of ordinal survey data by preserving the full distribution of responses—including ambiguous or uncertain ones such as “Don’t Know,” “No Answer,” and “Refused.” By integrating the Belief Structure framework with the TOPSIS method, BS-TOSIE offers a way to compare individual survey items relative to ideal and anti-ideal benchmarks. Empirical testing using data from the Quality of Life in European Cities survey demonstrated that the method is both stable and interpretable, yielding rankings highly correlated with traditional measures. Findings reveal moderate satisfaction with local administration across European cities, with slight declines from 2019 to 2023. Northern and Western European cities consistently scored highest, while cities in the Balkans and parts of Eastern Europe lagged, especially on corruption and responsiveness.
BS-TOSIE offers several methodological strengths. It provides a transparent approach to handling uncertain responses, enhances comparability across cities and time, and preserves valuable data that is often lost through traditional preprocessing techniques. The framework is adaptable to various types of ordinal survey data and can be applied to different areas. Overall, BS-TOSIE represents a significant contribution to ordinal data analysis, combining theoretical rigor with real-world relevance.
Nonetheless, certain limitations should be acknowledged. The current implementation assumes a uniform interpretation of ordinal scales across individuals and cultures, which may not always be valid. It also applies a fixed model for ambiguous responses, potentially underrepresenting the nuanced psychological or situational reasons behind such answers. Additionally, while informative, the approach is computationally demanding and may present accessibility challenges for non-technical users.
Future research could explore several extensions. One direction is to incorporate respondent-specific or probabilistic utility structures to better capture individual variation in scale interpretation. The use of Fuzzy Belief Structures [41] could enhance the modeling of graded uncertainty, while data-driven methods could improve the assignment of ambiguity across categories. Incorporating contextual information—such as demographics, response time, or prior experience—may further refine belief assignments and shed light on patterns of non-response.
Another promising research direction involves extending the BS-TOSIE framework to construct aggregate indices across multiple evaluation criteria. This would allow for direct comparison with other multi-criteria decision-making methods, such as B-TOPSIS [17], approaches based on intuitionistic fuzzy sets [45,46,47,48], or interval-intuitionistic fuzzy sets [49]. Broader application and testing in diverse real-world scenarios will be essential to fully evaluate the robustness and practical applicability of the BS-TOSIE methodology.

Funding

The contribution was supported by the grant WZ/WI-IIT/2/25 from Bialystok University of Technology and founded by the Ministry of Science and Higher Education.

Institutional Review Board Statement

Not applicable.

Informed Consent Statement

Not applicable.

Data Availability Statement

Data supporting reported results can be found [15].

Conflicts of Interest

The author declares no conflicts of interest.

Appendix A

Distribution of responses to questions Q1–Q5 in 2019 and 2023 in the Quality of Life in European Cities survey [15].
Table A1. Distribution of responses to question Q1 in 2019 and 2023 in the Quality of Life in European Cities survey.
Table A1. Distribution of responses to question Q1 in 2019 and 2023 in the Quality of Life in European Cities survey.
CityI Am Satisfied with the Amount of Time It Takes to Get a Request Solved by My Local Public Administration.
20192023
123499123499
Aalborg5.3%11.1%42.3%24.7%16.6%8.3%14.7%43.9%22.2%11.0%
Amsterdam15.7%17.0%25.7%23.0%18.6%16.3%20.2%27.5%21.4%14.6%
Ankara26.1%14.8%37.2%19.0%2.9%21.3%9.5%30.4%35.1%3.7%
Antalya18.8%16.2%38.1%26.3%0.7%14.5%14.8%31.1%35.9%3.6%
Antwerpen13.5%12.5%37.0%18.7%18.3%13.3%14.9%35.7%17.8%18.3%
Athina30.7%31.2%25.0%12.4%0.7%31.2%25.8%27.7%12.3%3.1%
Barcelona32.3%21.8%16.6%28.0%1.4%29.6%21.4%20.2%23.7%5.0%
Belfast14.3%16.4%33.1%16.9%19.2%16.0%20.5%30.3%13.8%19.5%
Belgrade43.3%19.1%23.6%9.2%4.8%41.3%16.0%27.6%10.0%5.0%
Berlin19.5%38.4%23.9%8.7%9.5%20.9%35.9%24.7%11.2%7.3%
Białystok7.8%21.1%49.7%19.1%2.3%7.3%23.1%45.7%17.8%6.0%
Bologna12.4%31.8%43.6%8.2%3.9%14.5%30.3%39.5%11.3%4.4%
Bordeaux21.5%16.6%28.8%28.8%4.3%19.9%22.0%28.5%24.4%5.2%
Braga9.1%36.5%43.8%4.7%5.9%14.3%35.9%39.2%3.4%7.3%
Bratislava13.1%20.2%33.1%17.9%15.8%12.2%21.2%34.7%16.0%15.9%
Bruxelles 20.2%16.1%32.4%30.3%1.0%20.0%15.0%32.2%31.2%1.6%
Bucharest 30.8%15.0%33.6%12.2%8.4%27.1%17.4%32.6%14.8%8.1%
Budapest17.8%21.7%22.0%23.9%14.6%16.6%18.4%25.6%19.8%19.6%
Burgas25.4%18.5%19.1%32.8%4.2%22.3%19.7%22.9%28.5%6.6%
Cardiff5.7%18.1%35.6%21.6%19.0%8.8%19.2%36.6%17.0%18.4%
Cluj-Napoca16.9%11.0%40.7%22.1%9.3%14.7%12.4%37.7%26.8%8.5%
Copenhagen12.6%17.3%33.2%25.8%11.2%15.5%18.4%33.7%22.5%9.9%
Diyarbakir36.0%21.2%15.7%21.9%5.3%32.5%21.6%17.4%22.6%6.0%
Dortmund12.8%33.2%36.1%14.4%3.6%15.1%33.3%35.3%12.8%3.5%
Dublin12.1%16.3%40.8%18.1%12.7%13.3%17.4%41.8%15.4%12.1%
Essen5.2%31.7%33.7%22.9%6.6%9.3%31.3%32.9%21.7%4.8%
Gdańsk12.1%19.5%43.1%20.1%5.2%8.6%22.2%41.4%21.1%6.7%
Genève1.4%14.5%46.1%25.6%12.4%3.1%13.9%44.5%26.2%12.2%
Glasgow12.7%25.5%21.9%25.8%14.2%18.1%24.9%26.2%16.6%14.2%
Graz9.0%22.7%37.2%25.6%5.6%9.7%20.0%35.6%25.3%9.4%
Groningen8.4%10.5%24.3%30.8%26.1%8.3%14.1%26.5%25.0%26.1%
Hamburg6.4%23.8%42.4%20.5%6.9%7.9%21.9%46.6%19.2%4.4%
Helsinki 13.7%23.6%27.2%11.9%23.6%13.8%24.4%26.2%12.3%23.3%
Heraklion46.4%18.7%21.9%10.4%2.6%43.9%18.3%23.6%10.1%4.1%
Istanbul34.1%12.2%27.1%23.8%2.9%31.2%13.5%29.1%24.4%1.9%
Košice9.2%25.4%36.6%20.4%8.4%10.8%25.4%37.8%18.9%7.1%
Kraków11.3%19.8%41.3%18.0%9.7%12.5%24.2%39.7%14.6%9.0%
Lefkosia25.7%20.5%27.2%25.9%0.8%24.3%22.8%26.2%25.3%1.4%
Leipzig7.4%18.2%46.4%16.7%11.3%8.9%22.8%43.0%15.6%9.7%
Liège8.7%22.2%32.4%24.6%12.1%9.5%20.3%32.1%27.2%11.0%
Lille18.5%24.9%35.0%17.0%4.7%18.5%24.7%38.0%13.6%5.3%
Lisboa19.2%38.2%31.2%2.8%8.6%20.6%37.4%30.6%3.2%8.3%
Ljubljana15.3%19.4%39.8%14.5%10.9%16.6%20.0%37.9%13.7%11.8%
London14.4%23.0%32.2%17.3%13.0%16.6%24.9%32.5%10.8%15.3%
Luxembourg6.9%19.2%31.7%36.4%5.7%6.1%20.9%37.6%32.1%3.4%
Madrid23.1%18.7%28.1%25.9%4.2%21.4%25.0%27.1%22.1%4.5%
Málaga23.8%16.5%28.2%22.1%9.5%22.6%19.8%27.3%22.6%7.7%
Malmö15.7%17.8%24.0%26.7%15.9%15.1%17.5%27.7%19.8%19.9%
Manchester7.8%16.5%40.5%20.7%14.6%12.0%17.6%34.2%18.0%18.1%
Marseille19.2%23.7%26.3%23.8%7.0%21.5%24.9%29.2%20.3%4.0%
Miskolc9.8%13.4%25.5%25.5%25.7%13.9%16.1%25.4%21.2%23.4%
Munich11.4%24.0%29.7%20.3%14.6%10.2%25.1%34.0%19.1%11.6%
Naples40.3%31.6%18.6%6.0%3.6%41.9%28.1%17.5%7.9%4.6%
Oslo15.1%30.1%24.7%4.3%25.7%17.5%30.6%23.3%7.9%20.7%
Ostrava14.2%22.1%38.1%9.8%15.8%15.0%23.8%35.1%9.3%16.8%
Oulu 12.3%22.6%40.2%14.8%10.2%12.5%23.1%37.7%14.4%12.4%
Oviedo26.6%20.1%21.0%26.1%6.2%27.3%25.4%23.0%19.5%4.8%
Palermo45.8%37.7%10.9%1.9%3.6%45.8%37.8%9.4%3.2%3.8%
Paris21.7%20.6%33.4%21.0%3.3%19.6%25.2%29.7%20.2%5.3%
Piatra Neamt12.6%20.0%43.1%16.4%7.9%13.4%19.6%39.4%20.0%7.7%
Podgorica33.5%18.0%23.1%20.6%4.8%37.9%18.7%24.5%12.6%6.3%
Praha12.7%26.9%29.7%11.7%19.0%11.1%27.2%32.2%10.2%19.3%
Rennes12.7%24.1%40.2%21.4%1.6%13.7%23.3%39.2%19.5%4.3%
Reykjavík20.3%31.3%15.3%12.0%21.1%18.3%32.5%18.8%13.2%17.2%
Riga21.2%23.1%27.7%13.6%14.4%20.3%28.3%24.7%12.3%14.4%
Rome51.4%31.3%14.2%1.3%1.8%49.4%32.2%13.2%3.7%1.4%
Rostock4.6%15.3%51.8%13.0%15.3%6.4%22.5%48.8%10.4%11.9%
Rotterdam16.2%21.8%25.6%25.2%11.1%15.9%25.0%27.7%20.7%10.7%
Skopje44.7%22.8%19.8%11.7%1.0%52.2%16.8%18.6%10.3%2.1%
Sofia27.9%24.5%20.0%12.3%15.3%24.2%26.0%24.4%13.4%11.9%
Stockholm15.7%21.0%28.8%13.8%20.6%14.9%23.3%26.4%13.2%22.2%
Strasbourg14.7%17.5%38.5%25.8%3.5%12.6%17.2%39.8%28.2%2.2%
Tallinn10.9%14.2%39.2%14.3%21.5%15.6%20.3%31.3%13.4%19.4%
Tirana38.2%9.9%31.5%16.9%3.4%39.6%9.9%23.4%22.2%5.0%
Turin26.2%38.0%26.2%3.6%5.9%24.9%37.9%27.3%4.5%5.4%
Tyneside conurbation10.6%17.3%32.9%21.2%18.0%14.5%20.5%29.4%15.8%19.7%
Valletta16.8%15.1%36.7%17.5%13.9%15.7%14.4%38.2%19.7%12.0%
Verona17.6%35.4%35.5%5.6%5.9%16.2%32.1%38.1%7.0%6.5%
Vilnius9.0%30.3%34.1%11.1%15.4%12.2%32.4%30.7%11.2%13.5%
Warszawa17.7%21.4%39.4%14.1%7.4%13.9%21.7%43.9%9.0%11.5%
Wien7.0%16.2%43.9%23.9%9.0%8.4%17.4%42.9%22.9%8.4%
Zagreb34.2%31.2%24.0%7.3%3.4%31.5%35.0%19.7%9.0%4.8%
Zurich1.7%10.7%45.6%27.7%14.3%2.8%11.7%42.8%27.7%14.9%
Min1.4%9.9%10.9%1.3%0.7%2.8%9.5%9.4%3.2%1.4%
Max51.4%38.4%51.8%36.4%26.1%52.2%37.9%48.8%35.9%26.1%
Mean18.4%21.7%31.9%18.2%9.9%18.6%22.6%31.5%17.4%9.9%
Sd11.1%7.0%8.9%7.7%6.7%10.5%6.6%8.0%7.3%6.2%
Note. 1—Strongly Disagree; 2—Somewhat Disagree; 3—Somewhat Agree; 4—Strongly Agree; 99—Don’t Know/No Answer/Refused. Source: [15].
Table A2. Distribution of responses to question Q2 in 2019 and 2023 in the Quality of Life in European Cities survey.
Table A2. Distribution of responses to question Q2 in 2019 and 2023 in the Quality of Life in European Cities survey.
CityThe Procedures Used by My Local Public Administration are Straightforward and Easy to Understand
20192023
123499123499
Aalborg11.1%18.2%40.0%20.8%9.9%11.9%19.5%39.2%21.2%8.2%
Amsterdam11.1%25.6%33.9%23.2%6.2%12.6%25.8%33.8%21.6%6.2%
Ankara18.9%14.6%32.4%31.8%2.3%12.7%13.9%25.6%45.8%2.0%
Antalya17.4%3.9%34.2%43.8%0.7%14.2%7.2%28.4%47.2%2.9%
Antwerpen13.4%6.5%33.2%39.2%7.7%15.1%8.1%39.0%33.1%4.7%
Athina20.8%37.1%30.5%10.0%1.5%22.2%33.6%29.4%11.6%3.2%
Barcelona17.7%17.6%22.0%40.8%1.9%17.8%23.2%25.2%29.3%4.4%
Belfast15.6%14.6%34.9%28.2%6.8%14.7%19.2%34.9%21.3%9.9%
Belgrade39.7%22.1%23.0%12.9%2.4%34.9%26.6%21.7%12.5%4.3%
Berlin19.4%40.6%25.7%5.9%8.5%20.9%38.3%25.4%8.8%6.6%
Białystok5.9%28.9%46.9%14.3%4.0%8.9%28.1%45.5%12.2%5.2%
Bologna9.7%36.2%42.8%8.0%3.3%11.4%32.6%44.1%9.2%2.7%
Bordeaux9.4%26.3%24.2%34.5%5.6%7.8%28.9%29.6%28.6%5.2%
Braga3.8%26.5%58.9%7.1%3.7%6.3%27.7%54.0%7.1%5.0%
Bratislava15.1%31.4%35.9%10.4%7.3%12.6%29.0%37.3%9.5%11.6%
Bruxelles7.6%13.6%36.1%42.7%0.0%8.5%15.0%36.7%39.3%0.5%
Bucharest24.9%24.0%30.1%19.0%1.9%19.9%23.1%36.1%17.5%3.3%
Budapest12.0%21.7%25.6%31.2%9.6%12.7%19.6%29.2%26.5%12.0%
Burgas17.2%21.9%21.3%35.4%4.1%16.5%22.7%27.0%29.3%4.5%
Cardiff5.3%21.7%41.1%24.0%7.9%8.1%22.5%37.8%22.7%8.9%
Cluj-Napoca9.9%21.7%38.3%21.9%8.2%9.9%18.7%41.9%23.4%6.1%
Copenhagen9.5%22.8%32.9%25.1%9.6%13.1%20.1%36.3%22.9%7.6%
Diyarbakir31.4%18.0%25.8%23.6%1.1%27.2%19.1%26.4%24.5%2.9%
Dortmund12.5%40.2%34.5%9.1%3.7%13.8%36.7%35.9%10.3%3.2%
Dublin10.7%14.2%41.0%24.9%9.2%10.6%18.8%41.7%21.2%7.7%
Essen15.4%37.6%24.9%11.5%10.6%13.9%39.1%25.1%14.1%7.7%
Gdańsk11.2%23.2%49.1%12.2%4.3%10.2%24.1%46.5%15.1%4.0%
Genève3.1%16.9%48.1%26.5%5.4%4.7%15.4%46.4%29.8%3.7%
Glasgow4.3%27.5%23.9%32.0%12.4%8.4%27.2%32.6%21.2%10.5%
Graz9.4%16.1%47.2%23.8%3.5%8.8%21.2%42.0%22.0%6.0%
Groningen6.9%13.0%30.0%30.7%19.4%8.1%16.2%33.2%25.5%17.1%
Hamburg11.2%33.7%34.0%13.5%7.5%9.7%36.1%32.7%16.2%5.4%
Helsinki16.2%34.2%23.6%16.2%9.7%15.1%31.4%26.8%14.9%11.8%
Heraklion29.4%25.4%18.0%24.4%2.8%27.9%28.0%18.5%22.5%3.1%
Istanbul25.1%8.0%39.2%23.8%3.9%23.8%11.6%37.5%24.9%2.3%
Košice10.1%25.6%37.5%20.4%6.4%12.9%24.1%39.1%17.9%6.0%
Kraków16.0%32.0%34.9%13.0%4.3%15.9%31.5%34.2%11.5%6.9%
Lefkosia11.0%9.6%36.4%40.7%2.3%9.5%19.5%37.7%31.7%1.6%
Leipzig9.2%23.7%47.6%12.1%7.4%10.9%31.2%42.4%9.4%6.1%
Liège8.2%13.8%34.9%39.8%3.3%8.2%13.3%37.7%39.3%1.5%
Lille15.2%18.0%37.5%26.2%3.1%13.6%17.6%38.6%26.7%3.4%
Lisboa12.6%35.1%46.2%3.0%3.1%14.7%32.0%42.8%5.6%4.9%
Ljubljana9.5%22.8%40.9%18.8%8.0%12.4%24.0%38.9%18.2%6.5%
London11.9%22.1%35.9%22.6%7.5%13.4%26.6%31.0%18.0%10.9%
Luxembourg3.4%25.5%36.4%32.6%2.1%4.1%18.1%43.7%33.4%0.6%
Madrid18.7%19.5%31.8%25.6%4.4%21.0%24.4%29.0%21.3%4.3%
Málaga18.9%14.6%32.1%26.4%8.0%18.3%21.0%29.2%26.2%5.3%
Malmö18.7%27.8%23.0%20.7%9.8%14.9%23.6%27.0%21.6%12.9%
Manchester6.9%19.1%36.9%32.6%4.5%7.9%20.4%35.5%24.7%11.5%
Marseille13.8%25.9%22.2%32.7%5.3%13.1%26.3%26.8%28.4%5.4%
Miskolc10.3%16.8%31.8%26.4%14.7%10.6%16.7%37.2%24.0%11.4%
Munich10.1%30.0%33.2%18.4%8.2%8.9%31.9%36.2%16.1%6.8%
Naples26.1%36.5%29.7%5.7%2.0%26.6%35.4%29.7%5.3%3.0%
Oslo20.6%25.4%25.4%7.9%20.7%19.8%26.6%24.8%15.1%13.7%
Ostrava11.1%32.5%33.9%14.1%8.5%14.3%29.0%34.6%12.2%9.9%
Oulu12.5%32.9%36.4%10.4%7.8%13.8%30.2%36.9%7.6%11.5%
Oviedo26.2%18.2%23.6%27.5%4.6%21.7%20.3%29.6%24.9%3.4%
Palermo28.7%40.2%23.6%4.4%3.1%28.3%44.3%17.2%5.6%4.6%
Paris17.2%20.8%25.4%34.3%2.3%15.5%22.4%31.1%27.1%4.0%
Piatra Neamt12.0%24.0%34.1%22.2%7.7%14.0%21.8%34.2%23.0%7.0%
Podgorica24.9%17.8%30.1%22.3%5.0%31.1%17.5%30.5%15.3%5.5%
Praha16.0%27.9%26.9%14.7%14.5%16.4%27.0%36.3%7.0%13.3%
Rennes10.9%20.1%38.5%26.9%3.5%11.1%21.1%38.5%24.8%4.5%
Reykjavík19.8%29.8%26.4%14.6%9.4%16.2%31.0%28.5%15.5%8.8%
Riga23.6%23.5%29.2%19.2%4.6%26.6%27.8%24.9%14.7%6.1%
Rome38.4%32.6%23.5%3.6%1.9%33.2%34.3%25.3%5.5%1.7%
Rostock10.6%28.0%43.7%9.0%8.7%11.7%37.3%36.5%6.7%7.8%
Rotterdam16.3%17.2%30.2%30.9%5.5%15.4%20.1%35.2%23.6%5.7%
Skopje27.3%16.4%36.2%16.9%3.2%32.6%16.1%31.3%16.3%3.7%
Sofia33.4%18.6%23.6%13.4%11.1%28.6%20.4%26.2%15.7%9.2%
Stockholm16.6%26.1%34.9%10.0%12.3%16.3%27.4%33.4%6.4%16.4%
Strasbourg10.5%19.9%41.6%25.4%2.6%9.2%20.0%42.6%26.5%1.6%
Tallinn9.4%21.9%40.9%13.8%14.1%9.3%24.2%35.8%13.0%17.7%
Tirana28.4%11.2%36.9%21.9%1.5%29.0%14.8%30.0%22.6%3.6%
Turin19.9%41.2%33.2%2.8%2.8%24.0%34.8%31.9%5.6%3.8%
Tyneside conurbation12.5%13.8%40.1%26.7%6.8%12.3%18.7%41.0%17.5%10.5%
Valletta9.1%16.1%31.7%33.5%9.6%8.0%15.1%33.1%35.5%8.3%
Verona15.5%38.5%37.4%4.9%3.6%12.5%37.1%41.5%3.9%5.0%
Vilnius6.2%27.9%37.6%18.5%9.8%7.3%28.7%37.8%16.7%9.5%
Warszawa18.7%29.8%33.4%12.0%6.1%16.6%28.9%37.8%9.4%7.3%
Wien5.8%25.2%42.1%24.7%2.1%9.1%23.4%40.0%25.3%2.2%
Zagreb32.1%28.0%24.4%9.6%5.9%29.2%30.1%24.7%10.0%6.1%
Zurich2.7%17.9%46.7%25.6%7.1%3.7%19.7%43.8%26.8%6.1%
Min2.7%3.9%18.0%2.8%0.0%3.7%7.2%17.2%3.9%0.5%
Max39.7%41.2%58.9%43.8%20.7%34.9%44.3%54.0%47.2%17.7%
Mean15.3%23.7%33.8%21.0%6.2%15.3%24.5%34.2%19.5%6.5%
Sd8.1%8.3%7.8%10.3%4.0%7.3%7.4%6.8%9.4%3.8%
Note. 1—Strongly Disagree; 2—Somewhat Disagree; 3—Somewhat Agree; 4—Strongly Agree; 99—Don’t Know/No Answer/Refused. Source: [15].
Table A3. Distribution of responses to question Q3 in 2019 and 2023 in the Quality of Life in European Cities survey.
Table A3. Distribution of responses to question Q3 in 2019 and 2023 in the Quality of Life in European Cities survey.
CityThe Fees Charged by My Local Public Administration Are Reasonable.
20192023
123499123499
Aalborg8.3%16.2%38.0%18.8%18.6%8.2%18.2%39.1%17.1%17.4%
Amsterdam16.9%24.4%32.3%20.2%6.3%15.2%25.8%32.5%20.8%5.7%
Ankara25.1%17.4%31.6%24.6%1.3%18.7%14.2%31.7%33.1%2.4%
Antalya20.2%14.2%38.5%25.4%1.7%14.4%15.2%32.9%30.9%6.6%
Antwerpen20.8%16.2%34.8%27.1%1.0%19.8%16.1%41.9%20.9%1.3%
Athina49.8%22.5%16.6%9.8%1.2%41.1%26.1%20.0%9.6%3.2%
Barcelona39.3%18.9%18.0%22.8%0.9%35.5%21.9%20.7%19.7%2.2%
Belfast10.5%21.8%31.6%26.4%9.6%10.7%21.4%36.2%19.0%12.7%
Belgrade38.6%17.3%29.3%11.2%3.7%37.4%20.3%24.8%12.5%5.1%
Berlin11.3%18.1%53.1%7.1%10.4%13.1%18.1%50.0%10.2%8.5%
Białystok6.2%23.0%60.0%7.8%3.0%7.3%23.1%54.1%9.9%5.5%
Bologna12.6%36.1%43.2%6.8%1.3%17.0%31.1%41.6%8.5%1.8%
Bordeaux12.4%19.7%32.8%26.9%8.1%11.5%22.8%34.3%23.9%7.5%
Braga4.8%35.4%50.4%6.0%3.4%8.2%32.7%47.6%6.1%5.4%
Bratislava6.1%20.6%47.1%18.8%7.4%9.0%19.7%49.3%15.6%6.4%
Bruxelles21.9%12.5%35.8%26.1%3.7%20.9%15.1%34.9%26.1%3.0%
Bucharest13.8%18.3%44.3%19.4%4.2%15.7%17.9%42.2%21.3%2.9%
Budapest17.6%20.0%37.5%14.9%10.1%14.9%17.5%34.0%20.0%13.7%
Burgas26.8%20.8%26.9%21.1%4.4%26.1%23.9%28.0%17.6%4.3%
Cardiff9.4%20.0%44.0%19.7%6.8%9.5%21.7%41.4%19.0%8.4%
Cluj-Napoca9.7%15.2%30.9%38.7%5.5%10.6%13.2%36.1%37.7%2.5%
Copenhagen4.6%16.0%39.4%22.3%17.7%7.3%15.9%37.0%25.2%14.6%
Diyarbakir22.5%15.5%34.4%25.5%2.0%23.9%15.2%31.9%24.3%4.7%
Dortmund15.2%29.9%38.3%9.6%7.0%15.0%31.9%36.0%10.5%6.5%
Dublin10.9%15.5%41.5%22.2%9.9%10.0%18.1%42.8%19.2%9.9%
Essen8.6%23.7%44.9%12.5%10.3%10.5%25.7%41.8%12.5%9.5%
Gdańsk12.0%16.0%58.2%10.1%3.7%12.2%18.6%51.4%12.3%5.5%
Genève9.7%26.5%37.6%19.8%6.5%9.8%23.9%39.9%22.2%4.2%
Glasgow10.9%25.9%22.7%30.2%10.3%14.2%25.6%30.5%19.0%10.8%
Graz5.9%21.9%39.3%30.4%2.5%7.5%21.2%42.8%24.0%4.5%
Groningen15.2%25.5%31.7%22.5%5.0%13.9%25.5%35.1%17.9%7.7%
Hamburg7.4%22.6%46.9%11.0%12.0%10.0%25.7%46.7%8.3%9.3%
Helsinki13.3%16.3%39.6%21.3%9.4%12.9%20.0%35.9%19.4%11.8%
Heraklion51.0%20.5%16.6%10.0%1.9%47.8%21.1%18.2%9.9%3.0%
Istanbul37.7%5.1%38.5%13.2%5.5%38.3%7.7%38.1%13.1%2.8%
Košice6.6%21.8%45.4%22.0%4.2%11.1%31.7%39.1%15.4%2.8%
Kraków13.0%26.3%44.9%11.5%4.3%14.0%28.6%41.9%9.3%6.2%
Lefkosia25.0%17.4%38.0%15.4%4.1%26.5%18.7%36.2%15.4%3.3%
Leipzig8.0%28.8%48.7%6.4%8.2%11.4%33.7%43.4%4.5%7.0%
Liège15.0%21.0%24.6%36.7%2.7%14.1%21.8%27.3%34.6%2.2%
Lille17.6%21.0%38.4%16.7%6.4%17.7%21.7%35.1%19.0%6.4%
Lisboa13.5%36.6%42.1%3.9%3.9%18.3%33.3%37.2%5.4%5.8%
Ljubljana6.8%14.0%51.0%16.5%11.8%9.7%18.6%45.8%14.6%11.4%
London14.6%19.6%39.3%18.6%7.9%16.3%24.6%34.3%15.4%9.4%
Luxembourg1.2%19.7%40.4%36.0%2.7%2.3%15.9%43.4%36.7%1.7%
Madrid16.3%28.3%22.3%28.5%4.6%16.5%30.1%26.7%21.4%5.3%
Málaga24.3%14.3%25.6%26.1%9.6%24.5%21.1%28.1%20.3%6.0%
Malmö12.3%11.2%24.7%32.7%19.0%10.5%13.5%27.9%28.3%19.8%
Manchester8.6%18.6%35.3%28.9%8.6%11.2%21.7%35.1%18.7%13.3%
Marseille18.5%31.8%21.4%21.3%7.0%19.2%30.2%24.1%19.9%6.6%
Miskolc13.6%22.5%34.3%22.3%7.2%17.2%21.5%34.1%17.8%9.4%
Munich5.6%21.7%45.3%19.1%8.3%8.4%27.3%42.5%14.6%7.1%
Naples38.1%33.0%23.7%3.3%2.0%36.5%31.7%25.0%3.7%3.0%
Oslo14.4%18.6%35.9%13.2%17.9%16.5%19.7%32.2%15.4%16.2%
Ostrava6.7%20.0%46.9%20.5%6.0%9.0%20.3%44.3%21.5%5.0%
Oulu8.6%28.6%36.8%19.3%6.8%12.7%24.8%35.8%18.9%7.8%
Oviedo29.2%23.5%19.7%22.7%4.9%29.8%27.4%22.4%16.5%3.9%
Palermo36.4%40.1%19.5%2.5%1.4%33.5%44.6%16.0%3.9%1.9%
Paris18.8%21.3%34.9%18.3%6.7%14.7%23.5%33.9%18.4%9.5%
Piatra Neamt13.8%14.5%52.2%16.0%3.5%16.1%14.4%43.1%22.0%4.4%
Podgorica16.2%15.5%35.6%25.7%7.0%21.9%19.4%35.2%17.1%6.4%
Praha5.4%13.6%52.5%16.4%12.1%8.1%15.7%52.4%14.2%9.7%
Rennes9.7%21.8%38.6%26.1%3.7%8.6%20.4%39.8%24.3%6.9%
Reykjavík21.5%29.1%29.9%15.4%4.1%18.7%31.5%29.7%15.1%5.0%
Riga39.5%31.7%17.3%7.8%3.6%36.1%28.4%22.0%7.9%5.6%
Rome40.8%31.9%24.0%2.2%1.2%38.3%35.2%20.3%4.3%1.9%
Rostock3.2%22.2%59.8%10.0%4.7%6.2%28.9%50.1%9.5%5.4%
Rotterdam20.4%10.7%30.8%32.1%6.0%18.3%15.4%33.5%25.6%7.2%
Skopje24.6%17.7%33.2%22.0%2.5%33.2%19.1%30.2%14.0%3.5%
Sofia29.6%16.5%27.1%25.2%1.6%22.5%19.3%32.3%23.7%2.3%
Stockholm3.6%18.1%36.1%26.4%15.8%3.5%21.0%38.1%20.1%17.2%
Strasbourg14.9%21.0%45.0%14.4%4.7%14.5%20.6%46.6%14.3%3.9%
Tallinn3.9%10.8%45.6%17.5%22.2%10.8%16.0%38.2%14.5%20.5%
Tirana35.6%15.4%35.8%11.6%1.5%32.6%13.6%29.6%20.0%4.2%
Turin25.2%39.6%31.3%2.0%2.0%28.3%36.2%28.3%4.6%2.6%
Tyneside conurbation14.1%19.0%40.2%19.1%7.6%16.7%23.3%34.2%15.0%10.8%
Valletta8.7%11.2%38.5%23.2%18.3%7.4%13.9%34.2%27.3%17.3%
Verona12.9%26.5%51.1%5.7%3.7%16.4%29.4%45.1%6.0%3.1%
Vilnius12.7%25.9%39.5%10.1%11.8%14.6%28.3%36.7%10.2%10.2%
Warszawa13.1%30.4%42.0%9.9%4.6%13.9%30.1%42.3%7.0%6.8%
Wien5.9%20.7%44.7%25.9%2.7%11.2%22.7%39.9%23.3%3.0%
Zagreb37.4%21.4%25.9%11.8%3.4%33.8%25.1%26.8%11.1%3.3%
Zurich1.9%16.9%51.1%26.0%4.1%2.4%17.1%51.4%25.9%3.2%
Min1.2%5.1%16.6%2.0%0.9%2.3%7.7%16.0%3.7%1.3%
Max51.0%40.1%60.0%38.7%22.2%47.8%44.6%54.1%37.7%20.5%
Mean16.8%21.3%37.0%18.4%6.5%17.3%22.7%36.1%17.2%6.8%
Sd11.3%6.8%10.1%8.5%4.7%9.8%6.5%8.4%7.6%4.4%
Note. 1—Strongly Disagree; 2—Somewhat Disagree; 3—Somewhat Agree; 4—Strongly Agree; 99—Don’t Know/No Answer/Refused. Source: [15].
Table A4. Distribution of responses to question Q4 in 2019 and 2023 in the Quality of Life in European Cities survey.
Table A4. Distribution of responses to question Q4 in 2019 and 2023 in the Quality of Life in European Cities survey.
CityInformation and Services of My Local Public Administration Can Be Easily Accessed Online.
20192023
123499123499
Aalborg2.7%7.4%29.2%55.4%5.3%4.1%8.8%38.7%42.0%6.4%
Amsterdam5.2%7.5%33.2%47.3%6.7%7.2%10.0%37.6%39.8%5.5%
Ankara9.1%15.1%32.2%40.3%3.3%9.3%11.8%25.2%49.1%4.6%
Antalya6.1%7.2%29.6%52.0%5.0%6.1%7.8%31.6%48.2%6.3%
Antwerpen19.8%16.0%30.4%22.2%11.6%16.4%17.4%35.5%20.4%10.3%
Athina15.3%19.9%30.2%22.4%12.2%15.5%20.3%30.9%21.6%11.7%
Barcelona19.4%10.8%24.5%42.3%3.0%17.5%13.4%30.8%34.9%3.4%
Belfast7.3%8.3%26.5%42.5%15.4%6.3%13.3%34.1%33.0%13.4%
Belgrade13.5%14.4%37.1%22.4%12.4%15.6%17.0%31.2%23.7%12.5%
Berlin7.6%19.3%38.4%17.0%17.8%9.0%21.6%35.6%18.9%14.9%
Białystok5.8%6.9%55.7%20.7%10.9%5.5%9.5%54.0%22.4%8.6%
Bologna6.3%12.9%50.8%23.6%6.4%7.5%14.5%48.9%23.9%5.3%
Bordeaux6.5%15.1%37.4%35.0%5.9%8.0%16.0%42.0%29.8%4.2%
Braga3.2%21.8%58.5%9.2%7.3%6.1%22.3%59.5%7.6%4.5%
Bratislava7.5%17.3%40.6%26.1%8.5%7.2%15.8%42.4%23.7%10.9%
Bruxelles9.4%15.4%29.1%41.0%5.2%9.8%15.3%31.3%39.4%4.3%
Bucharest13.6%14.4%28.0%27.1%16.9%13.2%15.6%33.3%24.1%13.8%
Budapest6.1%7.0%30.0%37.8%19.2%7.0%9.4%32.5%34.0%17.2%
Burgas8.4%5.7%28.0%52.2%5.6%8.8%9.4%30.3%47.2%4.3%
Cardiff5.5%8.4%36.4%39.0%10.7%5.6%12.1%38.4%34.7%9.2%
Cluj-Napoca4.9%13.0%32.2%30.8%19.2%4.2%13.0%32.0%38.0%12.9%
Copenhagen0.7%9.3%42.1%41.2%6.8%3.3%10.0%44.0%36.1%6.5%
Diyarbakir23.3%16.1%31.9%25.6%3.2%20.8%16.1%28.3%29.4%5.4%
Dortmund4.2%20.5%44.5%20.9%9.9%5.1%25.6%40.1%22.4%6.9%
Dublin4.4%8.8%34.5%43.2%9.1%5.9%11.1%40.7%35.3%7.0%
Essen6.7%14.5%33.2%32.6%13.0%8.5%15.5%36.7%28.6%10.8%
Gdańsk3.4%12.1%48.2%29.9%6.3%4.2%14.6%48.8%28.0%4.4%
Genève6.3%16.9%33.3%35.1%8.4%7.9%17.7%32.3%34.2%7.9%
Glasgow5.5%11.7%28.5%38.3%15.9%4.4%15.8%40.8%27.6%11.4%
Graz3.2%7.5%31.0%52.1%6.1%4.6%9.2%36.5%43.2%6.5%
Groningen2.0%6.0%30.4%52.3%9.3%3.2%9.7%35.3%44.2%7.5%
Hamburg2.3%17.3%47.5%23.8%9.0%2.5%17.9%52.0%20.9%6.7%
Helsinki4.4%17.4%33.0%39.3%5.9%5.0%17.1%40.3%31.2%6.4%
Heraklion7.8%11.5%31.2%34.4%15.2%8.0%11.6%32.8%33.9%13.7%
Istanbul16.1%11.4%27.9%40.3%4.4%14.0%13.2%31.6%38.3%2.9%
Košice4.4%12.8%39.0%34.2%9.6%5.7%15.0%41.9%29.8%7.6%
Kraków6.8%9.3%49.0%25.6%9.4%6.9%11.7%51.5%21.9%8.0%
Lefkosia4.4%9.0%29.6%44.0%12.9%5.3%11.5%31.8%39.9%11.6%
Leipzig1.6%14.0%48.4%15.0%20.9%3.6%14.9%50.9%13.2%17.3%
Liège9.4%13.4%25.0%35.6%16.6%10.6%14.9%25.1%32.0%17.4%
Lille8.7%19.2%30.2%31.3%10.6%10.9%15.6%37.7%28.1%7.7%
Lisboa3.6%22.6%57.5%7.2%9.1%6.5%22.5%56.5%7.5%7.0%
Ljubljana4.8%12.7%34.1%35.8%12.6%7.2%14.4%39.4%29.3%9.7%
London5.5%8.9%29.4%47.0%9.1%7.1%14.8%41.1%29.2%7.8%
Luxembourg1.3%13.4%44.2%39.7%1.5%2.7%13.1%44.1%37.8%2.3%
Madrid9.2%17.2%24.4%38.7%10.5%13.0%19.5%29.2%31.6%6.7%
Málaga11.0%11.9%33.0%33.0%11.1%11.1%15.8%34.7%30.5%8.0%
Malmö3.8%13.5%31.2%43.6%7.9%6.4%11.1%35.4%34.5%12.6%
Manchester5.1%6.4%38.3%37.0%13.2%5.3%11.5%40.7%29.8%12.7%
Marseille17.5%18.6%21.0%35.9%7.0%14.3%19.3%26.8%33.5%6.0%
Miskolc2.5%5.9%30.6%40.0%21.0%5.4%8.7%31.8%32.7%21.5%
Munich7.4%8.2%43.1%30.0%11.2%9.3%9.7%42.2%31.1%7.7%
Naples21.0%20.1%40.6%9.6%8.8%18.9%22.6%37.8%13.0%7.7%
Oslo5.0%17.3%37.1%26.9%13.8%6.8%16.9%40.4%25.1%11.0%
Ostrava4.0%8.3%40.0%41.0%6.8%6.1%9.6%42.0%36.5%5.7%
Oulu2.6%21.4%37.7%31.1%7.2%5.6%17.5%43.4%26.8%6.7%
Oviedo17.3%12.8%25.4%34.1%10.4%16.3%18.1%31.8%29.5%4.3%
Palermo15.8%29.2%42.2%8.8%4.0%16.6%31.2%37.8%10.1%4.3%
Paris10.9%14.7%26.1%44.8%3.4%11.0%15.3%32.9%36.4%4.4%
Piatra Neamt6.9%12.5%27.1%26.9%26.6%6.6%15.1%27.1%25.7%25.5%
Podgorica12.0%19.0%27.2%35.4%6.3%12.3%20.1%29.4%30.5%7.7%
Praha3.9%11.0%39.5%32.2%13.3%5.8%13.3%44.5%26.1%10.3%
Rennes5.7%14.4%35.1%39.6%5.2%6.7%14.1%39.0%35.2%5.1%
Reykjavík5.7%15.3%36.2%28.1%14.7%9.0%15.1%38.5%26.0%11.4%
Riga13.1%13.7%27.5%35.9%9.8%12.4%15.0%33.7%29.5%9.4%
Rome17.9%22.3%45.9%6.3%7.6%18.3%20.4%47.5%8.2%5.6%
Rostock3.0%14.5%49.2%20.1%13.2%6.2%18.4%47.5%17.4%10.5%
Rotterdam4.9%13.7%32.9%39.3%9.2%7.1%14.6%38.7%32.0%7.6%
Skopje14.6%18.2%28.2%30.2%8.9%20.3%15.6%28.7%27.5%7.9%
Sofia11.4%13.3%23.9%36.9%14.4%13.5%14.8%23.3%36.3%12.1%
Stockholm2.8%14.6%38.5%29.0%15.1%6.1%16.0%37.5%24.5%15.9%
Strasbourg11.6%12.9%36.5%30.5%8.4%9.3%14.1%36.9%30.8%8.9%
Tallinn4.3%8.4%45.2%34.1%8.0%4.9%10.0%44.9%33.1%7.1%
Tirana13.6%9.3%43.4%28.1%5.5%17.2%12.4%33.8%32.3%4.3%
Turin8.2%21.7%40.6%15.1%14.3%10.8%20.3%42.0%13.2%13.7%
Tyneside conurbation6.5%11.2%24.2%37.8%20.4%5.3%11.4%36.4%30.5%16.4%
Valletta5.1%9.0%34.9%37.3%13.6%6.1%9.4%36.1%37.0%11.4%
Verona4.8%18.7%50.9%14.6%11.0%5.5%16.8%51.6%17.3%8.7%
Vilnius5.6%19.5%32.6%35.3%7.0%5.2%18.6%36.0%33.8%6.4%
Warszawa4.6%14.4%51.1%26.9%3.0%7.2%15.4%53.1%20.8%3.6%
Wien1.2%10.8%42.1%39.8%6.2%3.9%12.2%45.1%35.0%3.9%
Zagreb11.3%10.8%34.8%20.9%22.3%15.4%15.7%34.3%18.4%16.3%
Zurich0.5%7.8%33.2%46.9%11.6%0.7%8.5%36.0%45.1%9.7%
Min0.5%5.7%21.0%6.3%1.5%0.7%7.8%23.3%7.5%2.3%
Max23.3%29.2%58.5%55.4%26.6%20.8%31.2%59.5%49.1%25.5%
Mean7.7%13.5%35.8%32.7%10.3%8.6%14.8%38.1%29.5%9.0%
Sd5.1%4.8%8.4%10.9%5.0%4.5%4.2%7.5%9.0%4.4%
Note. 1—Strongly Disagree; 2—Somewhat Disagree; 3—Somewhat Agree; 4—Strongly Agree; 99—Don’t Know/No Answer/Refused. Source: [15].
Table A5. Distribution of responses to question Q5 in 2019 and 2023 in the Quality of Life in European Cities survey.
Table A5. Distribution of responses to question Q5 in 2019 and 2023 in the Quality of Life in European Cities survey.
CityThere Is Corruption in My Local Public Administration.
20192023
1 2 3 4 99 1 2 3 4 99
Aalborg61.6%17.3%13.3%3.3%4.5%48.2%19.1%15.2%9.4%8.1%
Amsterdam31.1%13.6%11.4%16.7%27.2%30.6%11.6%18.1%15.5%24.1%
Ankara24.6%24.6%20.4%21.8%8.6%34.0%19.8%18.7%17.2%10.3%
Antalya31.4%20.4%15.1%18.6%14.5%32.0%20.1%14.2%16.8%17.0%
Antwerpen30.5%16.3%18.5%7.9%26.7%23.4%18.5%24.8%10.3%22.9%
Athina6.5%10.9%22.4%36.0%24.2%6.7%12.8%25.0%33.1%22.4%
Barcelona21.4%26.7%21.6%21.8%8.4%18.8%22.0%24.4%22.6%12.2%
Belfast21.6%20.3%21.4%15.7%21.1%16.8%20.5%23.8%14.7%24.3%
Belgrade4.6%4.2%26.9%48.0%16.3%4.8%6.0%20.6%54.7%13.9%
Berlin6.8%22.4%31.0%6.1%33.6%9.2%20.3%28.3%10.1%32.1%
Białystok7.9%36.4%20.5%9.7%25.6%11.4%31.3%21.5%8.7%27.1%
Bologna11.1%37.4%26.7%11.9%13.0%9.6%32.3%24.0%16.7%17.4%
Bordeaux22.9%25.5%13.5%13.0%25.2%21.9%26.7%14.8%12.8%23.8%
Braga2.1%26.0%45.1%8.3%18.4%4.1%16.9%47.7%11.5%19.8%
Bratislava4.4%18.7%23.8%26.0%27.1%5.8%19.9%24.1%21.9%28.3%
Bruxelles 27.2%22.6%14.6%13.8%21.8%21.9%24.2%14.8%14.4%24.6%
Bucharest 3.7%8.2%22.3%41.6%24.3%5.3%8.2%24.8%39.1%22.6%
Budapest22.1%8.3%19.7%17.7%32.2%21.2%10.7%19.2%15.9%33.0%
Burgas10.5%20.0%18.8%34.7%16.0%9.8%19.1%21.8%33.9%15.3%
Cardiff27.3%30.1%16.0%3.6%23.1%23.1%25.6%18.9%7.1%25.3%
Cluj-Napoca7.2%5.9%38.6%19.4%28.9%9.0%7.8%33.7%21.1%28.5%
Copenhagen59.1%19.7%11.6%5.1%4.4%51.7%22.8%10.9%7.3%7.3%
Diyarbakir19.0%23.8%34.0%16.7%6.5%18.0%17.9%22.0%30.1%12.0%
Dortmund10.9%23.2%31.9%7.7%26.3%12.5%25.6%31.4%7.5%23.0%
Dublin25.1%23.2%19.2%14.6%17.8%20.5%22.4%23.4%16.3%17.4%
Essen13.3%24.9%19.0%4.6%38.2%14.7%23.5%20.0%6.0%35.7%
Gdańsk12.6%25.3%23.9%11.6%26.6%11.8%25.6%23.1%11.7%27.7%
Genève14.7%23.7%21.8%16.6%23.2%16.3%25.4%20.9%16.5%20.8%
Glasgow29.0%20.2%18.4%14.6%17.8%21.3%19.0%23.4%12.7%23.5%
Graz27.9%31.2%15.6%6.9%18.3%22.8%28.3%20.0%10.2%18.7%
Groningen43.1%16.8%9.5%7.2%23.3%37.3%17.5%10.5%9.0%25.6%
Hamburg14.5%27.3%16.8%8.3%33.1%11.8%28.4%19.7%10.6%29.6%
Helsinki 33.8%26.0%21.0%13.1%6.1%27.9%25.5%22.5%13.8%10.2%
Heraklion18.8%12.7%20.9%41.9%5.8%16.6%12.3%22.0%41.4%7.8%
Istanbul18.8%13.6%20.5%35.8%11.3%26.0%15.5%20.7%26.1%11.7%
Košice8.6%14.2%27.7%20.4%29.1%10.5%14.7%28.3%18.6%27.9%
Kraków13.1%23.8%21.4%8.5%33.3%14.2%21.0%22.6%10.5%31.8%
Lefkosia16.7%19.4%26.2%33.1%4.5%15.8%20.2%26.4%33.5%4.1%
Leipzig9.6%28.2%13.3%7.0%41.9%10.2%29.0%15.2%6.4%39.2%
Liège25.1%14.5%13.1%18.1%29.2%13.8%21.7%16.1%17.0%31.3%
Lille23.6%19.6%15.4%10.1%31.3%21.6%20.9%14.8%12.7%29.9%
Lisboa3.2%20.6%46.3%11.0%19.0%5.1%19.3%39.1%15.9%20.7%
Ljubljana8.3%15.2%33.9%22.4%20.2%7.4%13.5%36.1%23.9%19.0%
London31.7%20.3%9.4%16.5%22.2%18.8%20.6%19.5%14.9%26.3%
Luxembourg33.8%27.3%14.2%16.8%7.8%30.8%28.3%16.0%16.5%8.5%
Madrid24.6%16.6%14.3%25.5%19.0%19.3%18.7%19.5%24.3%18.3%
Málaga21.5%19.2%21.8%19.9%17.6%19.3%18.5%25.0%19.6%17.5%
Malmö41.7%25.5%17.2%8.0%7.6%32.8%24.5%18.9%9.6%14.2%
Manchester33.3%20.4%16.7%22.1%7.6%22.3%21.2%20.4%14.6%21.4%
Marseille10.4%14.3%23.8%21.9%29.5%9.2%16.1%24.4%24.1%26.2%
Miskolc17.5%9.6%22.5%21.4%29.0%17.3%12.7%22.5%19.2%28.3%
Munich25.1%23.7%15.7%3.4%32.1%18.8%28.2%15.7%8.1%29.3%
Naples8.2%16.8%31.8%28.9%14.2%8.8%15.1%33.1%28.4%14.5%
Oslo32.6%22.2%18.2%9.6%17.4%28.9%20.3%19.6%11.2%20.0%
Ostrava10.4%14.4%25.2%28.2%21.8%11.0%14.1%23.6%25.9%25.5%
Oulu 34.4%26.1%17.1%11.5%10.9%28.6%23.6%19.5%13.5%14.8%
Oviedo19.6%18.3%19.9%27.3%14.9%17.3%18.6%23.8%26.4%13.9%
Palermo6.2%14.3%41.6%30.4%7.5%8.1%11.7%43.2%28.1%8.8%
Paris26.1%18.4%18.6%11.9%25.0%22.9%19.9%17.8%11.1%28.2%
Piatra Neamt6.6%11.3%27.9%28.3%25.9%7.6%12.6%29.1%27.2%23.5%
Podgorica6.1%8.5%23.0%44.0%18.4%6.8%7.7%23.3%43.4%18.8%
Praha6.5%17.6%21.6%25.5%28.8%3.7%19.2%24.6%23.4%29.1%
Rennes27.5%34.9%13.1%3.3%21.2%24.7%34.1%13.1%5.4%22.7%
Reykjavík13.3%22.0%30.6%26.4%7.7%14.0%20.8%32.9%24.7%7.5%
Riga5.6%15.0%22.8%45.3%11.4%6.2%15.2%26.6%38.0%14.0%
Rome4.5%11.1%39.9%37.3%7.2%7.8%10.1%39.3%34.9%7.9%
Rostock14.5%30.4%18.0%5.3%31.7%16.3%29.7%17.2%6.4%30.4%
Rotterdam26.2%15.8%7.0%15.4%35.7%24.0%19.6%11.3%13.1%32.0%
Skopje5.9%4.8%20.5%55.9%12.9%7.8%6.2%17.2%58.7%10.0%
Sofia8.0%9.5%23.3%27.0%32.2%5.8%11.7%25.2%30.5%26.8%
Stockholm33.2%20.7%16.3%6.2%23.7%27.1%19.1%17.1%8.0%28.8%
Strasbourg24.3%24.7%14.9%10.3%25.9%25.2%26.4%16.6%8.6%23.2%
Tallinn4.4%23.8%33.2%23.1%15.5%5.2%17.4%35.2%23.8%18.4%
Tirana7.2%14.8%16.4%59.2%2.4%NANANANANA
Turin6.4%29.9%36.9%12.3%14.5%9.7%25.5%33.1%13.7%18.0%
Tyneside conurbation21.8%27.0%16.3%10.7%24.2%17.9%22.6%19.3%11.6%28.6%
Valletta27.1%21.8%13.6%4.9%32.6%26.7%20.4%13.9%7.7%31.2%
Verona3.8%24.4%48.5%11.1%12.3%6.7%23.6%38.8%14.1%16.8%
Vilnius8.4%27.5%26.4%15.9%21.8%8.9%26.6%28.6%16.4%19.4%
Warszawa7.9%28.4%21.5%11.6%30.6%10.9%26.1%20.9%14.0%28.1%
Wien21.7%39.9%17.7%4.9%15.9%16.7%32.4%22.7%10.9%17.3%
Zagreb2.9%6.3%29.1%46.2%15.4%3.4%7.3%29.9%43.8%15.6%
Zurich33.2%34.1%14.6%2.6%15.7%31.2%36.3%13.5%3.6%15.5%
Min2.1%4.2%7.0%2.6%2.4%3.4%6.0%10.5%3.6%4.1%
Max61.6%39.9%48.5%59.2%41.9%51.7%36.3%47.7%58.7%39.2%
Mean18.5%20.4%22.0%18.9%20.2%17.1%20.1%22.9%18.8%21.1%
Sd12.4%7.6%8.5%12.9%9.2%9.9%6.7%7.4%11.3%7.8%
Note. 1—Strongly Disagree; 2—Somewhat Disagree; 3—Somewhat Agree; 4—Strongly Agree; 99—Don’t Know/No Answer/Refused. NA: Not available Source: [15].

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Figure 1. Average frequency of responses to question Q1 across different categories in 2019 and 2023.
Figure 1. Average frequency of responses to question Q1 across different categories in 2019 and 2023.
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Figure 2. Average frequency of responses to question Q2 across different categories in 2019 and 2023.
Figure 2. Average frequency of responses to question Q2 across different categories in 2019 and 2023.
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Figure 3. Average frequency of responses to question Q3 across different categories in 2019 and 2023.
Figure 3. Average frequency of responses to question Q3 across different categories in 2019 and 2023.
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Figure 4. Average frequency of responses to question Q4 across different categories in 2019 and 2023.
Figure 4. Average frequency of responses to question Q4 across different categories in 2019 and 2023.
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Figure 5. Average frequency of responses to question Q5 across different categories in 2019 and 2023.
Figure 5. Average frequency of responses to question Q5 across different categories in 2019 and 2023.
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Figure 6. Overview of the BS-TOSIE Method: Sequential Steps for Aggregating and Ranking Ordinal Survey Responses.
Figure 6. Overview of the BS-TOSIE Method: Sequential Steps for Aggregating and Ranking Ordinal Survey Responses.
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Figure 7. Box plots for the values of TQ1–TQ5 for 2019 and 2023 year.
Figure 7. Box plots for the values of TQ1–TQ5 for 2019 and 2023 year.
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Figure 8. Box plots for the values of PQ1–PQ5 for 2019 and 2023 year.
Figure 8. Box plots for the values of PQ1–PQ5 for 2019 and 2023 year.
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Table 1. Assessment of satisfaction with local administration in European cities using TQ1–TQ5, 2019.
Table 1. Assessment of satisfaction with local administration in European cities using TQ1–TQ5, 2019.
CityBS-TOSIE ApproachRank
TQ1TQ2TQ3TQ4TQ5Q1Q2Q3Q4Q5
Aalborg0.6340.5880.5900.7700.7814332611
Amsterdam0.5630.5810.5460.7280.586363650721
Ankara0.5210.5980.5370.6730.5385927572938
Antalya0.5800.6730.5740.7450.58323434424
Antwerpen0.5740.6650.5710.5500.614295368015
Athina0.4410.4770.3320.5650.3777574827875
Barcelona0.4910.6270.4410.6390.5276413745143
Belfast0.5540.5990.5990.6950.5453926201737
Belgrade0.3770.4050.4190.5860.2997882767381
Berlin0.4680.4600.5490.5830.5196976487547
Białystok0.5980.5750.5700.6310.5371340375639
Bologna0.5250.5290.5150.6300.5355653655840
Bordeaux0.5670.6230.5980.6630.5793114233527
Braga0.5210.5700.5470.5840.4876042497454
Bratislava0.5590.5140.6010.6230.4283760186268
Bruxelles 0.5850.6930.5690.6720.589191393020
Bucharest 0.4680.5060.5760.5960.3367066307078
Budapest0.5470.6070.5340.6820.5244222582345
Burgas0.5520.5980.5050.7390.417412868671
Cardiff0.6060.6170.5910.6920.63571525188
Cluj-Napoca0.5800.5900.6620.6500.437243224365
Copenhagen0.5960.5980.6190.7170.7681429992
Diyarbakir0.4470.4960.5580.5510.5217471467946
Dortmund0.5350.5090.5150.6130.5284964646542
Dublin0.5770.6110.5990.7120.5712619211131
Essen0.5940.4960.5640.6500.5661670434432
Gdańsk0.5830.5580.5640.6630.5302147423441
Genève0.6480.6450.5760.6590.51838313649
Glasgow0.5720.6290.5980.6790.5853012222722
Graz0.6060.6150.6390.7550.6278164310
Groningen0.6340.6410.5610.7610.6875104523
Hamburg0.5980.5350.5660.6360.5611251405233
Helsinki 0.5220.5120.5830.6820.6155861292414
Heraklion0.3640.4880.3280.6570.4008073833873
Istanbul0.4920.5550.4580.6470.4326348724667
Košice0.5800.5780.6080.6710.4592238133160
Kraków0.5750.5180.5420.6400.5462859544936
Lefkosia0.5310.6790.5100.7120.442512671063
Leipzig0.5910.5630.5430.6100.5521845516634
Liège0.5990.6780.6180.6470.552113104535
Lille0.5310.5910.5420.6280.5845231536023
Lisboa0.4600.5070.5000.5740.4737165707657
Ljubljana0.5460.5810.6010.6730.4454437172861
London0.5470.5830.5630.7220.600433444818
Luxembourg0.6570.6480.6790.7040.6112611617
Madrid0.5450.5670.5660.6560.5174543413950
Málaga0.5290.5750.5420.6400.5255341525044
Malmö0.5760.5250.6260.7070.67427567154
Manchester0.6020.6460.6240.6890.57310781930
Marseille0.5440.5960.5220.6030.4624630636858
Miskolc0.6030.6070.5720.7070.487923351353
Munich0.5660.5610.6010.6530.6213346194013
Naples0.3640.4410.3730.5050.4208179788370
Oslo0.4790.4740.5410.6320.6236675555512
Ostrava0.5270.5390.6060.7070.4325449161466
Oulu 0.5550.5230.5750.6520.629385733429
Oviedo0.5190.5320.4870.6100.4846152716755
Palermo0.3110.4140.3690.5150.3988281808174
Paris0.5360.6000.5380.6810.5814824562526
Piatra Neamt0.5660.5760.5750.6230.4113439326372
Podgorica0.4690.5260.5860.6300.3336855285779
Praha0.5250.5180.6070.6680.4385758153364
Rennes0.5770.6090.6080.6840.644252014226
Reykjavík0.4700.4990.5010.6360.4596769695359
Riga0.4990.5120.3720.6360.3366262795477
Rome0.2900.3730.3580.5100.3578383818276
Rostock0.5950.5380.5870.6250.5751550276129
Rotterdam0.5650.6000.5970.6860.5783525242028
Skopje0.3700.5040.5300.6000.2677967606983
Sofia0.4510.4410.5140.6440.4227378664869
Stockholm0.5260.5110.6330.6530.64055635417
Strasbourg0.5940.6070.5510.6280.5931721475919
Tallinn0.5670.5640.6140.6800.4423244112662
Tirana0.4540.5260.4470.6220.2757254736482
Turin0.4270.4580.4320.5730.4987677757751
Tyneside conurbation0.5840.6120.5690.6710.5822018383225
Valletta0.5530.6420.6130.6850.624409122111
Verona0.4830.4890.5280.5950.4776572617156
Vilnius0.5380.5820.5320.6580.4974735593752
Warszawa0.5320.5040.5280.6460.5195068624748
Wien0.6200.6150.6260.7080.61361761216
Zagreb0.4060.4260.4170.5910.3057780777280
Zurich0.6600.6410.6480.7410.667111355
min0.2900.3730.3280.5050.267
max0.6600.6930.6790.7700.781
mean0.5330.5590.5470.6510.518
st dev0.0750.0680.0750.0550.105
Table 2. Assessment of satisfaction with local administration in European cities using TQ1–TQ5, 2023.
Table 2. Assessment of satisfaction with local administration in European cities using TQ1–TQ5, 2023.
City BS-TOSIE ApproachRank
TQ1TQ2TQ3TQ4TQ5Q1Q2Q3Q4Q5
Aalborg0.6110.5840.5830.7100.6956252072
Amsterdam0.5530.5690.5540.6880.5773335381121
Ankara0.6070.6800.6050.7110.5959212613
Antalya0.6320.6920.6130.7280.594418214
Antwerpen0.5670.6350.5590.5620.569279377724
Athina0.4470.4790.3780.5610.3947472807874
Barcelona0.4920.5720.4480.6180.5036332745749
Belfast0.5270.5690.5740.6560.5284936252542
Belgrade0.3990.4200.4190.5730.2717881777381
Berlin0.4740.4650.5510.5790.5127077447146
Białystok0.5890.5570.5680.6340.5471643294333
Bologna0.5250.5320.5070.6240.5075051655048
Bordeaux0.5490.6060.5870.6390.5753614184022
Braga0.4930.5570.5360.5700.4686244527457
Bratislava0.5560.5240.5820.6180.4543155215661
Bruxelles 0.5910.6740.5680.6650.565154302126
Bucharest 0.4900.5300.5750.5890.3526452247078
Budapest0.5450.5910.5640.6620.5323923332339
Burgas0.5510.5810.4920.7110.414342868571
Cardiff0.5760.5990.5830.6700.5961720191812
Cluj-Napoca0.6030.6030.6620.6830.442121621264
Copenhagen0.5700.5820.6190.6880.73022265101
Diyarbakir0.4690.5180.5450.5740.4627158477260
Dortmund0.5200.5130.5140.6060.5385659616537
Dublin0.5610.5920.5880.6740.5393022161636
Essen0.5740.5110.5510.6290.5631863424627
Gdańsk0.5940.5690.5620.6500.5281437343041
Genève0.6450.6530.5910.6480.52827153440
Glasgow0.5190.5800.5490.6410.5535729453732
Graz0.6040.5990.6120.7120.58411199417
Groningen0.6070.6130.5520.7190.65310124034
Hamburg0.5950.5460.5430.6270.5401349494735
Helsinki 0.5210.5190.5690.6520.5845457282916
Heraklion0.3780.4850.3470.6550.3927971832675
Istanbul0.5100.5580.4510.6480.5126041733647
Košice0.5700.5620.5510.6480.4742140433556
Kraków0.5510.5120.5240.6240.5373560565138
Lefkosia0.5300.6330.4990.6890.437451067966
Leipzig0.5730.5340.5140.5980.5551950626730
Liège0.6090.6780.6150.6250.5168364944
Lille0.5220.6010.5450.6190.5675218465425
Lisboa0.4550.5070.4840.5650.4637266707659
Ljubljana0.5350.5650.5740.6400.4314139263967
London0.5120.5480.5330.6410.5405947543834
Luxembourg0.6450.6640.6860.6930.598351810
Madrid0.5280.5300.5400.6120.4984853516352
Málaga0.5320.5660.5130.6250.5134338634845
Malmö0.5550.5550.6140.6650.62632457205
Manchester0.5680.6080.5700.6530.5562613272829
Marseille0.5230.5860.5190.6120.4505124596162
Miskolc0.5640.6010.5410.6620.5002917502251
Munich0.5700.5570.5660.6480.5822342313318
Naples0.3620.4380.3840.5200.4218080798170
Oslo0.4790.5020.5350.6220.5976868535211
Ostrava0.5170.5240.5990.6810.4465854131363
Oulu 0.5490.5110.5620.6340.5903762354415
Oviedo0.4860.5470.4590.5940.4766748716955
Palermo0.3130.4070.3780.5090.4098282818372
Paris0.5310.5810.5510.6490.5744427413223
Piatra Neamt0.5730.5740.5810.6150.4212031225969
Podgorica0.4180.4710.5230.6090.3367674576479
Praha0.5280.5010.5870.6370.4384669174165
Rennes0.5660.5980.6070.6660.625282110196
Reykjavík0.4870.5190.5090.6180.4656656645558
Riga0.4880.4700.3970.6150.3726576785877
Rome0.3040.4040.3690.5190.3778383828276
Rostock0.5690.5090.5610.5980.5782465366820
Rotterdam0.5460.5750.5750.6500.5783830233119
Skopje0.3290.4710.4550.5690.2628175727582
Sofia0.4770.4740.5440.6300.4006973484573
Stockholm0.5210.4960.6070.6210.605537011538
Strasbourg0.6120.6170.5540.6370.60351139429
Tallinn0.5280.5530.5650.6720.4314746321768
Tirana0.4550.5120.4860.612 NA73616962 NA
Turin0.4370.4530.4260.5590.5027578767950
Tyneside conurbation0.5400.5710.5310.6530.5534034552731
Valletta0.5680.6570.6270.6800.6102564147
Verona0.5000.5030.5070.6050.4826167666654
Vilnius0.5200.5710.5190.6560.4945533582453
Warszawa0.5330.5090.5160.6150.5184264606043
Wien0.6090.6060.5910.6800.559715141528
Zagreb0.4140.4400.4300.5580.3207779758080
Zurich0.6540.6380.6460.7320.65918313
min0.3040.4040.3470.5090.262
max0.6540.6920.6860.7320.730
mean0.5280.5530.5380.6340.511
st dev0.0720.0630.0680.0470.090
Note: NA—data not available.
Table 3. Evaluation of satisfaction from the local administration in European cities based on the PQ1–PQ5 for the 2019 year.
Table 3. Evaluation of satisfaction from the local administration in European cities based on the PQ1–PQ5 for the 2019 year.
City PQ MeasureRank
PQ1PQ2PQ3PQ4PQ5Q1Q2Q3Q4Q5
Aalborg80.3%67.5%69.8%89.3%82.6%3222341
Amsterdam59.8%60.9%55.9%86.3%61.4%3844601029
Ankara57.9%65.7%56.9%75.0%53.8%4023574739
Antalya64.8%78.6%65.0%85.9%60.6%244331230
Antwerpen68.2%78.4%62.5%59.5%63.9%145407923
Athina37.7%41.1%26.7%59.9%22.9%7275807874
Barcelona45.2%64.0%41.2%68.9%52.5%6732756841
Belfast61.9%67.6%64.3%81.6%53.0%3121352640
Belgrade34.4%36.8%42.0%68.0%10.5%7678747083
Berlin36.0%34.4%67.2%67.3%44.1%7481277152
Białystok70.4%63.7%69.9%85.7%59.5%1133221332
Bologna54.0%52.5%50.7%79.5%55.7%5154673437
Bordeaux60.1%62.2%65.0%76.9%64.6%3739324221
Braga51.5%68.5%58.3%73.0%34.5%5917525760
Bratislava60.5%49.9%71.2%72.9%31.7%3563145966
Bruxelles 63.3%78.9%64.3%73.8%63.7%271345224
Bucharest 50.0%50.1%66.5%66.4%15.6%6461297380
Budapest53.7%62.8%58.2%83.8%44.9%5338532050
Burgas54.1%59.2%50.2%85.0%36.3%5047681658
Cardiff70.6%70.8%68.4%84.4%74.5%101424186
Cluj-Napoca69.2%65.6%73.6%77.9%18.5%122593977
Copenhagen66.3%64.2%74.9%89.3%82.5%2130742
Diyarbakir39.6%50.0%61.2%59.3%45.8%6962438049
Dortmund52.3%45.2%51.6%72.5%46.3%5868666147
Dublin67.5%72.6%70.7%85.5%58.8%1711171434
Essen60.6%40.7%64.0%75.6%61.9%3476374528
Gdańsk66.7%64.1%70.9%83.4%51.5%1931162243
Genève81.8%78.9%61.3%74.7%50.0%21424845
Glasgow55.6%63.7%59.0%79.5%59.8%4733493431
Graz66.5%73.6%71.5%88.5%72.4%20913610
Groningen74.6%75.4%57.1%91.2%78.2%585515
Hamburg67.5%51.4%65.9%78.5%62.5%1656313827
Helsinki 51.2%44.1%67.3%76.9%63.7%6170254224
Heraklion33.2%43.6%27.1%77.3%33.4%7772794162
Istanbul52.3%65.6%54.7%71.3%36.5%5725626357
Košice62.2%61.8%70.3%80.9%32.2%3041192864
Kraków65.6%49.9%59.0%82.3%55.3%2363502538
Lefkosia53.5%78.9%55.7%84.5%37.9%551611756
Leipzig71.1%64.4%60.0%80.2%65.1%929463020
Liège64.8%77.2%63.0%72.7%55.9%257386036
Lille54.5%65.7%58.8%68.8%62.9%4923516926
Lisboa37.2%50.8%47.9%71.2%29.4%7358706468
Ljubljana61.0%64.9%76.5%80.0%29.4%332753168
London57.0%63.3%62.9%84.1%66.7%4337391914
Luxembourg72.2%70.5%78.5%85.1%66.4%71531515
Madrid56.4%60.1%53.3%70.5%50.8%4545646644
Málaga55.5%63.6%57.2%74.3%49.4%4835544946
Malmö60.3%48.5%71.0%81.2%72.7%366615278
Manchester71.6%72.7%70.2%86.8%58.1%81020835
Marseille53.8%58.0%45.9%61.2%35.1%5248727759
Miskolc68.7%68.2%61.0%89.4%38.2%131944354
Munich58.6%56.3%70.2%82.4%71.8%3950212411
Naples25.5%36.1%27.5%55.0%29.2%8179788270
Oslo39.1%42.0%59.8%74.2%66.3%7073475016
Ostrava56.8%52.4%71.7%86.8%31.7%445512866
Oulu 61.2%50.7%60.1%74.1%67.9%3259455113
Oviedo50.3%53.5%44.6%66.4%44.6%6253737351
Palermo13.3%28.9%22.4%53.1%22.2%8382838376
Paris56.3%61.2%57.0%73.5%59.3%4642565533
Piatra Neamt64.5%61.0%70.7%73.6%24.2%2643185372
Podgorica45.9%55.1%65.9%66.9%17.9%6651307278
Praha51.2%48.6%78.3%82.8%33.8%606542361
Rennes62.6%67.8%67.3%78.8%79.2%292026374
Reykjavík34.6%45.2%47.3%75.3%38.2%7568714654
Riga48.3%50.7%26.1%70.3%23.2%6559826773
Rome15.8%27.6%26.4%56.5%16.8%8283818179
Rostock76.5%57.7%73.3%79.9%65.8%449103218
Rotterdam57.2%64.6%66.9%79.6%65.3%4228283319
Skopje31.8%54.8%56.6%64.0%12.4%7952587681
Sofia38.2%41.6%53.1%71.1%25.8%7174656571
Stockholm53.7%51.3%74.2%79.5%70.5%545783412
Strasbourg66.7%68.8%62.3%73.2%66.0%1816415617
Tallinn68.1%63.6%81.1%86.2%33.4%153511162
Tirana50.2%59.8%48.2%75.7%22.5%6346694475
Turin31.8%37.1%33.9%65.1%42.4%8077777553
Tyneside conurbation65.9%71.8%64.2%77.8%64.4%2213364022
Valletta63.0%72.1%75.6%83.6%72.5%28126219
Verona43.7%43.9%59.0%73.6%32.1%6871485365
Vilnius53.5%62.2%56.3%73.0%45.9%5639595748
Warszawa57.8%48.4%54.4%80.4%52.3%4167632942
Wien74.5%68.3%72.6%87.3%73.1%6181177
Zagreb32.4%36.1%39.1%71.6%10.9%7879766282
Zurich85.6%77.9%80.4%90.6%79.7%16223
min13.3%27.6%22.40%53.1%10.5%
max85.6%78.9%81.11%91.2%82.6%
mean55.9%58.4%59.56%76.4%49.1%
st dev14.2%12.6%13.45%8.7%19.1%
Table 4. Evaluation of satisfaction from the local administration in European cities based on the PQ1–PQ5 for the 2023 year.
Table 4. Evaluation of satisfaction from the local administration in European cities based on the PQ1–PQ5 for the 2023 year.
City PQ Measure Rank
PQ1PQ2PQ3PQ4PQ5Q1Q2Q3Q4Q5
Aalborg74.2%65.9%68.0%86.2%73.2%3221725
Amsterdam57.3%59.0%56.5%81.8%55.6%3740501431
Ankara68.0%72.9%66.4%77.9%60.0%119203023
Antalya69.5%77.9%68.3%85.1%62.7%8314618
Antwerpen65.5%75.7%63.6%62.4%54.4%196287733
Athina41.2%42.4%30.6%59.4%25.2%7074798072
Barcelona46.3%57.0%41.3%68.0%46.5%6444736547
Belfast54.7%62.3%63.3%77.4%49.2%4330313344
Belgrade39.6%35.7%39.3%62.7%12.5%7181757682
Berlin38.7%36.7%65.9%64.1%43.5%7479237251
Białystok67.6%60.9%67.8%83.6%58.6%123418928
Bologna53.1%54.8%51.0%76.8%50.8%4951653642
Bordeaux55.8%61.3%62.9%75.0%63.8%4032334416
Braga45.9%64.3%56.7%70.3%26.2%6524496070
Bratislava60.3%52.9%69.3%74.2%35.9%2953104759
Bruxelles 64.5%76.4%62.8%73.8%61.2%225344821
Bucharest 51.6%55.5%65.4%66.6%17.4%5348246879
Budapest56.5%63.2%62.5%80.2%47.6%3828362245
Burgas55.0%59.0%47.7%80.9%34.1%4240681762
Cardiff65.6%66.5%65.9%80.6%65.2%1820221911
Cluj-Napoca70.5%69.5%75.6%80.4%23.5%61332075
Copenhagen62.4%64.1%72.8%85.7%80.4%2526641
Diyarbakir42.5%52.4%59.0%61.0%40.8%6955427855
Dortmund49.8%47.8%49.8%67.1%49.4%5966676743
Dublin65.0%68.1%68.8%81.6%51.9%2015131537
Essen57.4%42.6%60.0%73.1%59.5%3673405125
Gdańsk66.9%64.2%67.4%80.3%51.7%1525192139
Genève80.5%79.1%64.8%72.3%52.7%21265535
Glasgow49.8%60.2%55.4%77.2%52.7%5937533535
Graz67.2%68.1%70.0%85.2%62.8%13159517
Groningen69.7%70.7%57.4%86.0%73.7%7104534
Hamburg68.9%51.6%60.6%78.1%57.1%1057392829
Helsinki 50.2%47.3%62.7%76.4%59.5%5869353925
Heraklion35.1%42.3%29.0%77.3%31.3%7775813465
Istanbul54.5%63.8%52.7%72.0%47.1%4427605646
Košice61.0%60.6%56.1%77.5%34.9%2735513260
Kraków59.7%49.1%54.5%79.8%51.5%3263562540
Lefkosia52.2%70.5%53.4%81.1%37.5%5211571657
Leipzig64.9%55.2%51.5%77.6%64.4%2149643114
Liège66.6%78.2%63.3%69.1%51.8%162306238
Lille54.5%67.7%57.9%71.3%60.7%4418435722
Lisboa36.8%50.9%45.2%68.8%30.8%7658726466
Ljubljana58.5%61.1%68.1%76.1%25.8%3533154171
London51.1%55.1%54.8%76.3%53.4%5650554034
Luxembourg72.1%77.6%81.5%83.8%64.6%441813
Madrid51.5%52.6%50.9%65.2%46.4%5554666948
Málaga54.1%58.5%51.5%70.8%45.9%4742635949
Malmö59.3%55.8%70.1%79.9%66.8%34478248
Manchester63.8%68.0%62.0%80.8%55.5%2417371832
Marseille51.6%58.4%47.1%64.2%34.3%5343707161
Miskolc60.8%69.1%57.3%82.1%41.8%2814461353
Munich60.1%56.2%61.5%79.4%66.4%304638269
Naples26.6%36.1%29.6%55.1%28.0%8180808267
Oslo39.4%46.2%56.8%73.5%61.6%7371485019
Ostrava53.4%52.0%69.2%83.3%33.6%4856111063
Oulu 59.4%50.3%59.3%75.3%61.3%3360414320
Oviedo44.7%56.5%40.5%64.1%41.7%6645747254
Palermo13.1%23.9%20.3%50.0%21.7%8383838376
Paris52.7%60.6%57.8%72.5%59.7%5035445324
Piatra Neamt64.3%61.5%68.1%70.9%26.5%2331165869
Podgorica39.6%48.6%55.9%64.9%17.8%7164527078
Praha52.6%49.9%73.7%78.7%32.3%516152764
Rennes61.4%66.3%68.8%78.1%76.1%262112283
Reykjavík38.7%48.2%47.1%72.8%37.7%7465695256
Riga43.2%42.1%31.6%69.7%24.8%6776786173
Rome17.1%31.3%25.1%59.0%19.4%8282828177
Rostock67.2%46.9%62.9%72.5%66.0%1370325310
Rotterdam54.2%62.4%63.7%76.5%64.2%4629273815
Skopje29.5%49.4%45.8%61.0%15.6%8062717880
Sofia43.0%46.0%57.3%67.8%23.9%6872476674
Stockholm50.9%47.7%70.4%73.8%64.9%576874812
Strasbourg69.5%70.2%63.4%74.3%67.1%81229467
Tallinn55.4%59.3%66.3%84.0%27.6%413921768
Tirana47.9%54.6%51.8%69.0% 63526263
Turin33.6%38.9%33.8%64.0%43.0%7877777452
Tyneside conurbation56.4%65.3%55.2%80.0%56.7%3923542330
Valletta65.8%74.8%74.3%82.5%68.6%1784126
Verona48.3%47.8%52.7%75.5%36.4%6266594258
Vilnius48.4%60.2%52.2%74.5%44.1%6137614550
Warszawa59.8%50.9%52.8%76.6%51.4%3158583741
Wien71.8%66.8%65.1%83.3%59.4%519251027
Zagreb30.2%37.0%39.2%62.9%12.7%7978767581
Zurich82.9%75.1%79.9%89.8%79.9%17212
min13.1%23.9%20.28%50.0%12.5%
max82.9%79.1%81.53%89.8%80.4%
mean54.5%57.4%57.34%74.2%47.5%
st dev13.1%11.8%12.46%7.9%17.0%
Note: NA—data not available.
Table 5. Comparison of TQ1 and PQ1 for selected cities.
Table 5. Comparison of TQ1 and PQ1 for selected cities.
City123499PQ1TQ1
Helsinki13.70%23.60%27.20%11.90%23.60%51.20%0.512
Praha12.70%26.90%29.70%11.70%19.00%51.20%0.525
Dortmund12.80%33.20%36.10%14.40%3.60%52.30%0.535
Istanbul34.10%12.20%27.10%23.80%2.90%52.30%0.492
Lefkosia25.70%20.50%27.20%25.90%0.80%53.50%0.531
Vilnius9.00%30.30%34.10%11.10%15.40%53.50%0.538
Budapest17.80%21.70%22.00%23.90%14.60%53.70%0.547
Stockholm15.70%21.00%28.80%13.80%20.60%53.70%0.526
Heraklion46.40%18.70%21.90%10.40%2.60%33.20%0.364
Naples40.30%31.60%18.60%6.00%3.60%25.50%0.364
Berlin19.50%38.40%23.90%8.70%9.50%36.00%0.468
Bucharest 30.80%15.00%33.60%12.20%8.40%50.00%0.468
Ankara26.10%14.80%37.20%19.00%2.90%57.90%0.521
Braga9.10%36.50%43.80%4.70%5.90%51.50%0.521
Bologna12.40%31.80%43.60%8.20%3.90%54.00%0.525
Praha12.70%26.90%29.70%11.70%19.00%51.20%0.525
Note. 1—Strongly Disagree; 2—Somewhat Disagree; 3—Somewhat Agree; 4—Strongly Agree; 99—Don’t Know/No Answer/Refused.
Table 6. Comparison of PQ and TQ satisfaction measures.
Table 6. Comparison of PQ and TQ satisfaction measures.
CriterionPQ MeasureTQ Measure
Response RangeIncludes only “rather satisfied” and “very satisfied” responsesIncludes all response categories, including “Don’t Know/No Answer/Refused”
Opinion IntensityIgnores the intensity and distribution of responsesCaptures opinion intensity through utility scores and full distribution
Treatment of Missing DataCompletely excludes non-responses (category 99)Redistributes non-responses proportionally across all response categories
Accuracy of InsightMay overestimate satisfaction, especially with high non-response ratesProvides a more balanced and representative picture of satisfaction
Computational ComplexitySimple to compute and easy to understandMore complex; requires belief structure modeling and similarity-based distance measures
Use CaseSuitable for quick comparisons, dashboards, summaries, or limited-resource contextsIdeal for diagnostic analysis, cross-city comparisons, and longitudinal monitoring
Potential DrawbacksMasks nuances and may falsely suggest high satisfaction levelsComplexity may hinder understanding among non-expert audiences
AdvantagesEasy to compute, implement, and communicate; provides a fast overviewMethodologically robust, fair, and informative; offers richer insights for analysts and decision-makers
Main RecommendationUse when simplicity, speed, and broad communication are prioritiesUse when precision, fairness, and analytical depth are key goals
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Roszkowska, E. Improving Survey Data Interpretation: A Novel Approach to Analyze Single-Item Ordinal Responses with Non-Response Categories. Information 2025, 16, 546. https://doi.org/10.3390/info16070546

AMA Style

Roszkowska E. Improving Survey Data Interpretation: A Novel Approach to Analyze Single-Item Ordinal Responses with Non-Response Categories. Information. 2025; 16(7):546. https://doi.org/10.3390/info16070546

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Roszkowska, Ewa. 2025. "Improving Survey Data Interpretation: A Novel Approach to Analyze Single-Item Ordinal Responses with Non-Response Categories" Information 16, no. 7: 546. https://doi.org/10.3390/info16070546

APA Style

Roszkowska, E. (2025). Improving Survey Data Interpretation: A Novel Approach to Analyze Single-Item Ordinal Responses with Non-Response Categories. Information, 16(7), 546. https://doi.org/10.3390/info16070546

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