The framework of the proposed study is represented in
Figure 1. Different types of personas have been identified, including both business and leisure travelers, varying budget constraints, the process of planning journeys and buying tickets, needs, and motivations. The introduction of personas is not intended to represent rigid, age-exclusive traveler categories. Instead, the “persona” in this study is defined as a conceptual archetype representing combinations of travel purpose, life stage, and mobility needs; further, personas are intended to support understanding of passengers’ attitudes, where age is treated as an analytical variable within the clustering process and not as a rigid classification criterion.
Those have been classified as budget travelers in their 20s, business travelers in their 30s, family travelers in their 40s, short-break travelers in their 50s, and travelers over 50, while their interactions are described through customer journeys. Different traits, travel behavior characteristics, and mode choice preferences of passengers have been further incorporated to create and conduct the online survey in Europe (primarily in Greece, Italy, Serbia, and Spain). To this point, the first subsection summarizes the findings of the disseminated survey, while the second subsection describes the Fuzzy C-means (FCM) clustering method.
3.1. Survey Description
The Syn + Air survey aimed to quantify the trade-offs passengers consider when selecting a travel mode. Through 25 questions, three main areas of interest have been defined to capture the mobility profile, travel preferences, and the socio-demographic structure of respondents. The travelers’ mobility profile section included relevant information needed to capture their traveling habits (flight frequency, membership in a frequent-flyer program, check-in, and baggage). The travel preference section included the respondents’ trip characteristics (e.g., the travel purpose and frequency, travel mode choice, factors that influence the travel mode choice, opportunities for travel mode shift, private car ownership). The socio-demographic section addressed a few questions on gender, age, employment status, average income, occupation, and household size.
The survey was designed to cover different types and geographic locations of passengers to achieve a representative sample and avoid non-responsive bias [
49]. This has been demonstrated by respondents’ willingness to participate in the survey from different geographic locations (Greece, Serbia, Italy, Spain, and other European countries). The questionnaire was administered online within the Syn + Air project and disseminated through project partners’ institutional channels, professional networks, and social media platforms, allowing respondents to share the survey within their networks. The survey concluded with a good response rate of 2251 responses (2199 validated responses), exceeding the Syn + Air target of reaching a minimum of 1200 responses. The process was monitored to obtain high-quality samples (e.g., avoiding an extensive number of student respondents and ensuring more responses from the older population) across different types of passengers: leisure and business travelers, young and older travelers, families or individual travelers, or travelers with reduced mobility. Since one of the common causes of non-responsive bias is poor survey design, a preliminary survey design was constructed. Feedback from the pilot phase was used to refine the question and the overall structure, ensuring both comprehension and a reasonable completion time. The draft questionnaire was piloted among project partners and university colleagues; minor corrections were made to ensure a high level of comprehension and succinctness, as well as to approximate compliance time (i.e., under 20 min on average). Also, the survey was completed in less than two months to avoid time bias caused by changes in travel behavior across different times of the year.
Findings of the Survey
After data cleaning, the dataset contained 2199 responses, of which 719 were from Greece, 562 from Serbia, 444 from Italy, 194 from Spain, and 280 from other countries. The mobility patterns of respondents are summarized in
Table 2. The median and mode of the respondents were 39 and 30 years old, respectively; 54.4% were female and 44.5% were male, while 23 individuals chose not to disclose their gender. In general, the most common purpose for traveling by airplane was selected as “mostly for leisure” by 42.02%, “only for leisure” by 26.69%, while 28.14% were “mostly for business” and 3.14% “only for business” travelers. Also, the participants were asked to select their approximate household income (low, average, high, or rather not say) to ensure comparability across countries and to account for subjective income perceptions given differences in salaries and the cost of living across European countries. Most participants in the survey (61.07%) had an average household income, while 20.55% had a high income. Descriptive statistics related to travel mode choice to/from the airport showed that most respondents, about 40.11%, selected the “Car (someone drops me off/picks me up)” mode choice. In contrast, the minimum percentage of responses, i.e., 2.59%, is associated with the bus mode choice. In addition, most respondents, 43.2% of them, have one car, while 36.3% have two, and 8.23% have more than two cars. Furthermore, the highest number of respondents, i.e., 34.88%, rated the factor “reliability” as “more important” in making the travel mode choice, while 33.97% outlined this as the “most important”. As regards the mode choice selection among different countries, which might vary depending on the level, frequency, availability of transportation service supply, the summary is as follows: (i) 24% of the respondents from Spain prefer car/metro mode choice; (ii) car (as a passenger) mode choice is preferred by 53% of the respondents from Greece, 34% from Italy and 48% from Serbia; (iii) 38% of the respondents from other countries prefer the car (as a passenger) mode choice.
Table 3 reports the outcomes of Pearson correlation related to the significant negative and positive correlation among the age groups: (i) 18 to 29 years; (ii) 30–39 years; (iii) 40–49 years; (iv) over 50 years old. Respondents in the age group 18 to 29 years were negatively correlated with traveling mostly for business and positively correlated with traveling mostly for business purposes. Responses in this age group are negatively correlated with printing the boarding pass and having frequent-flyer program memberships; also, there is a positive correlation with the preference for using PT when traveling as a group of five or more people and using car (as passenger) mode for traveling to/from the airport. The cost factor is important when traveling to and from the airport. Respondents in this age group were positively associated with Greek residence and negatively with Serbian residence; the considered age group is mostly students (high positive correlation of 0.547), while a negative correlation was observed among employees in the public and private sectors.
The results of the significant correlations for the age group 30 to 39 years showed that respondents do not prefer paper boarding passes when traveling by airplane. Also, for this age group, the cost factor was important in deciding which mode to choose when traveling to and from the airport. The investigated age group was positively associated with Greek residence and negatively associated with Serbian residence. In addition, respondents were positively correlated with employment status in the private sector and negatively correlated with student status.
The age group of 40 to 49 years was positively correlated with traveling mostly for business. On the other hand, the process of “walking to the gate” at the airport was negatively correlated with the considered age group. Unlike previous age groups, the cost factor was negatively correlated with travel mode selection. The respondents were positively associated with Serbian residence and negatively with Greek residence; with respect to employment status, the respondents were positively associated with public sector employment and negatively with student status. The Pearson correlation for the age group over 50 years old showed a positive correlation with traveling mostly for business and negative correlation with traveling only for leisure. Also, respondents were positively correlated with having a paper ticket when traveling by airplane. In addition, respondents were found to be positively correlated with Italian and negatively with Greek residence; the respondents were positively correlated with employment in the public sector and negatively with the private sector. According to income-related questions, this age group is negatively correlated with low income.
3.2. Fuzzy C-Means Clustering Method
Clustering analysis was applied to match responses within defined types of personas while, at the same time, investigating the impact of multimodal travel choices from passengers’ perspectives. The main questions are as follows: (i) Q7 is related to the mode choice (If all of the following transport modes are available, which one would you choose to travel to/from the airport?), where the mode choice alternatives were defined as bus, car mode (as driver), car mode (as passenger), combinations of modes (e.g., bus and train), metro, taxi (or ridesharing services like Uber or Lyft), train, and other; (ii) Q17 is related to the mode choice attributes (How much do the following factors influence your choice of mode when traveling to and from the airport?), where factors were defined as travel time, waiting time, reliability and travel costs; (iii) Q20 is related to the age of respondents to describe various personas (see Q7, Q17 and Q20 in
Figure 2). Q17 is a Likert-scale question, in which the factors “waiting time”, “travel time”, “travel costs” and “reliability” (e.g., most investigated in the literature [
13]) were selected for the forthcoming cluster analysis. Those factors were selected based on the highest number of responses, their quantitative nature, and their familiarity with transport operators.
The Fuzzy C-Means (FCM) clustering method, an extension of K-means clustering, was applied. As travelers could belong to more than one cluster, the respondents have high similarity within one cluster and are very dissimilar to those in other clusters. The FCM clustering method is considered an adequate technique, as different types of attributes can be assigned to clusters more flexibly, especially when it is difficult to identify clear boundaries between clusters [
50]. Since clusters are associated with the types of personas, their age groups can be subject to slight variation; for example, respondents in their 30s can be “business” and “family” travelers. Thus, through this method, each respondent could belong to a certain cluster with a different degree of membership function.
The formulation of the FCM clustering method, initially proposed by [
51], is described as follows. The
denotes the dataset of answers/respondents
so that
, while
is the total number of groups/clusters
, so that
. The number of clusters in FCM was set as five (
) to match the individuated types of personas. The FCM involves pre-processing a dataset to portray all variables of the same type as numeric (e.g., Likert scale). The main advantage of FCM, compared to “hard” clustering, is the formation of new clusters from the answers/respondents that have closer membership values to the centers
of clustering groups, where
is the degree of the membership of
in the cluster
. FCM is an iterative algorithm that updates the membership values
and cluster centers
according to the objective function
(Equation (1)) that aims at minimizing the distance (i.e., dissimilarities
among the datasets
within the cluster
) [
52]:
where
is any real number greater than 1, i.e.,
, as in most cases [
53].
Accordingly, the steps of the FCM algorithm are defined as follows:
Step 1. Initialize membership matrix
Step 2. After the initialization of the membership matrix
, the center
of cluster
at k-step is calculated as follows:
Step 3. Update
. The updated membership value
at k-step, with center vectors
and
is calculated as follows:
Step 4. If ||U(k + 1) − U(k)|| < α then STOP; otherwise return to Step 2. The algorithm performs until the condition is satisfied, where α is the predefined threshold, α = 10−5.
For further details on the FCM clustering method, see [
52,
53,
54].