Systematic Review of Financial Distress Prediction Models for Municipalities: Key Evaluation Criteria and a Framework for Model Selection
Abstract
1. Introduction
2. Literature Review
2.1. Understanding Financial Distress in Municipalities
2.2. Financial Distress Prediction and Measurement of Financial Condition
2.3. Existing FDP Models for Financial Distress Prediction
2.4. Importance of Selecting the Suitable FDP Tools
2.5. Criteria for Selecting Financial Distress Prediction Tools
2.6. Gaps in Existing Literature
3. Methodology
3.1. Defining the Research Question
3.2. Developing a Search Strategy
3.3. Developing Eligibility Criteria for Study Selection
3.4. Screening and the Selection of Studies
3.5. Assessing the Quality of the Included Studies
3.6. Extraction of the Relevant Data
3.7. Synthesis and Reporting of Findings
4. Results
4.1. Characteristics of the Included Studies
4.1.1. Publication Trends
4.1.2. Geographic Distribution of the Selected Studies
4.1.3. Publication Outlets of the Included Studies
4.1.4. Summary of the Included Studies
4.1.5. Thematic Classification of Variable Indicators
4.2. Evaluation Criteria Identified Across Studies
4.3. Model Performance of the Included Studies
4.3.1. Performance
Prediction Success Rates
Ability to Differentiate (False Positives and Negatives)
4.3.2. Conceptual Integrity
Theoretical Frameworks
Expert Contributions
4.3.3. Practical Ability
Data Sources and Accessibility Challenges
Use of Historical Data
Ease of Use and Understandability
4.3.4. Contextual Fit
Contextual Suitability and Relevance
Robustness and Resistance to Manipulation
Comprehensiveness of Indicators
5. Discussion: Towards a Framework for the Evaluation and Selection of Municipal FDP Models
5.1. Reconciling Predictive Accuracy with Broader Model Quality
5.2. Theoretical Validity and Conceptual Gaps
5.3. Contextual Fit: Geographic and Institutional Relevance
5.4. Operational Considerations: Usability, Data, and Manipulation Risk
5.5. Towards a Multi-Criteria Evaluation Paradigm
5.5.1. Assessment Checklist for Model Evaluation
- Gather model details and evidence. Collect information on predictive performance, theoretical grounding, and contextual features from published studies or pilot applications.
- Assign scores using the rubric. Rate each criterion on the 0–2 scale. Evidence examples include validation tests (e.g., AUC > 0.8, cross-validation), government adoption, or expert endorsement.
- Determine weights. Conduct a small Delphi round (3–5 experts) to align weights with municipal capacity. Round 1: independent ranking; Round 2: group discussion; Round 3: consensus.
- Calculate composite score. Multiply each criterion score by its assigned weight and sum across all ten criteria. Apply the tie-break rule where needed.
5.5.2. Design Guide for Model Development
- If audited years < 3 or data completeness < 80%: adopt a transparent baseline model using a small indicator set and simple thresholds, documenting assumptions and handling of missing data.
- If audited years ≥ 3 and completeness ≥ 80% but technical capacity is limited: use logistic regression with appropriate constraints, ensuring diagnostics and calibration are reported.
- If audited years ≥ 3, completeness ≥ 85% and capacity is adequate: apply more advanced techniques such as gradient boosting or support vector machines, with calibration and explainability tools, while retaining a logistic regression benchmark.
5.5.3. Application of the Framework in Practice
- Small developing municipality: Prioritises data accessibility and ease of use (PA1, PA3). The decision tree guides the user to ratio-based models, with Table 5 showing examples such as Kloha et al. (2005).
- Medium-sized municipality: Balances predictive accuracy and robustness (P1, CF1). The decision tree points to medium-complexity statistical approaches, with Table 5 indicating logistic regression as a suitable option (see, Trussel & Patrick, 2018; Gorina et al., 2018b).
- Large developed: Emphasises predictive accuracy and comprehensiveness (P1, CF3). The decision tree directs towards advanced techniques, while Table 5 highlights machine learning hybrids (see, X. Li et al., 2022; Antulov-Fantulin et al., 2021).
5.6. Conclusions and Implications
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
Appendix A. Search Strategy
| Database | Search String | Initial Search | Initial Results | Follow-Up Search | Follow-Up Results |
|---|---|---|---|---|---|
| Google Scholar | (“Municipality” OR “municipal” OR “local governments” OR “councils”) AND (“Financial distress” OR “Financial crisis” OR “Financial strain” OR “Financial condition”) AND (“Prediction” OR “Forecasting” OR “Assessment” OR “Modelling” OR “Estimation” OR “Measurement”) | 10 October 2024 | 106 papers | 10 March 2025 | 91 papers |
| Web of Science | (“Municipalities” OR “local governments” OR “councils”) AND (“Financial distress” OR “Fiscal strain” OR “Financial condition”) AND (“Prediction” OR “Modelling” OR “Measurement”) | 10 October 2024 | 14 papers | 10 March 2025 | 0 papers |
| ScienceDirect | (“Municipalities” OR “local governments” OR “councils”) AND (“Financial distress” OR “Fiscal strain” OR “Financial condition”) AND (“Prediction” OR “Modelling” OR “Measurement”) | 10 October 2024 | 34 papers | 10 March 2025 | 45 papers |
| Scopus | (“Municipality” OR “municipal” OR “local governments” OR “councils”) AND (“Financial distress” OR “Financial crisis” OR “Financial strain” OR “Financial condition”) AND (“Prediction” OR “Forecasting” OR “Assessment” OR “Modelling” OR “Estimation” OR “Measurement”) | 10 October 2024 | 112 papers | 10 March 2025 | 16 papers |
| EBSCOHOST | (“Municipalities” OR “local governments” OR “councils”) AND (“Financial distress” OR “Fiscal strain” OR “Financial condition”) AND (“Prediction” OR “Modelling” OR “Measurement”) | 10 October 2024 | 12 Papers | 10 March 2025 | 0 papers |
| ProQuest | (“Municipalities” OR “local governments” OR “councils”) AND (“Financial distress” OR “Fiscal strain” OR “Financial condition”) AND (“Prediction” OR “Modelling” OR “Measurement”) | 10 October 2024 | 209 papers | 10 March 2025 | 93 papers |
Appendix B. An Overview Summary of the Reviewed Studies
| No. | Authors | Country | FDP Tool Type | Summary |
|---|---|---|---|---|
| 1 | Kloha et al. (2005) | United States | Composite Fiscal Distress Scale | Developed a 10-point fiscal distress scale using demographic and financial indicators. Validated with historical distress cases. |
| 2 | Trussel and Patrick (2009) | United States | Logistic Regression | Used municipal data to predict fiscal distress from sustained operating deficits. Achieved up to 91% accuracy. |
| 3 | Zafra-Gómez et al. (2009) | Spain | Financial Ratio Analysis, Cluster Analysis | Combined financial ratio and cluster analysis to develop a financial condition index and classify municipalities by distress risk. |
| 4 | Cohen et al. (2012) | Greece | Multicriteria Decision Analysis | Applied SMAA with disaggregation to assess viability in Greek municipalities using accrual financial data. Validated with ROC and AUROC. |
| 5 | García-Sánchez et al. (2012) | Spain | Logistic Regression | Used panel data and logistic regression to classify municipalities over 20 years. Tested predictive accuracy using Wilcoxon test. |
| 6 | Trussel and Patrick (2012) | United States | Survival Analysis (Cox Regression) | Used Cox regression to model fiscal distress likelihood. Evaluated via hazard ratios and baseline hazard on over 25,000 observations. |
| 7 | Trussel and Patrick (2013) | United States | Survival Analysis (Cox Regression) | Extended Cox regression to special district governments. Model achieved up to 93.4% accuracy and was validated with a holdout sample. |
| 8 | Lohk and Siimann (2016) | Estonia | Discriminant Analysis, Logit Regression | Developed predictive models for Estonian municipalities. Achieved 88% (Discriminant) and 87% (Logit) classification accuracy. |
| 9 | Rodríguez-Bolívar et al. (2016) | Spain | Panel Data Regression | Used pooled OLS and fixed-effects to assess financial sustainability. Validated with R2, significance levels, and Wald tests. |
| 10 | Cohen et al. (2017) | Italy | Logistic Regression | Used financial ratios and logistic regression to classify municipalities pre-bankruptcy. Achieved 77% predictive power. |
| 11 | Gorina et al. (2018b) | United States | Logistic Regression | Developed action-based model of fiscal distress using financial and socio-economic factors. Validated using pseudo R2 and parameter estimates. |
| 12 | Kluza (2017) | Poland | Ratio Analysis, DEA | Combined corporate finance ratios with DEA to evaluate fiscal efficiency. Validated using DEA scores and debt limit correlations. |
| 13 | López-Hernández et al. (2018) | Spain | Survival Analysis, Hazard Modeling | Used dynamic survival analysis to study effects of fiscal stress on contracting out. Identified key hazard ratios. |
| 14 | Navarro-Galera et al. (2017) | Spain | Logistic Regression | Used random-effects logistic regression to predict default risk. Assessed via odds ratios, Wald tests, and ROC curves. |
| 15 | Alaminos et al. (2018) | Spain | Machine Learning | Used classifiers like Decision Trees and Deep Belief Networks to predict fiscal distress. Evaluated with classification accuracy and RMSE. |
| 16 | Gorina et al. (2018a) | United States | Logistic Regression | Applied relogit model to national sample predicting defaults. Validated with pseudo R2, likelihood ratios, and robust errors. |
| 17 | Malinowska-Misiąg (2018) | Poland | Ratio Analysis, Relative Ranking | Assessed applicability of foreign models to Polish municipalities using ranking models and quartile classification. |
| 18 | Trussel and Patrick (2018) | United States | Logistic Regression | Ranked financial risk using logistic regression. Achieved up to 99% accuracy across 10,248 municipality-years. |
| 19 | Kablan (2020) | Turkey | Altman’s Z-Score | Applied Altman Z-Score model to Turkish municipalities, creating risk maps and categorising municipalities into distress zones. |
| 20 | Trussel (2020) | United States | Logistic Regression | Used logistic regression with financial and socio-economic data to predict operating deficits. Validated using pseudo R2. |
| 21 | Antulov-Fantulin et al. (2021) | Italy | Machine learning | Used GBM, RF, LASSO, and Neural Networks to predict bankruptcy. Validated with ROC, PRC, and AUC metrics. |
| 22 | Islamiyah et al. (2022) | Indonesia | Logistic Regression | Analysed financial independence and decentralisation effects using logistic regression. Evaluated with Hosmer-Lemeshow test. |
| 23 | X. Li et al. (2022) | China | Machine Learning | Developed EWS using Markov-switching, SVM, GBM, RF, and network analysis. Assessed with ROC-AUC and switching probabilities. |
| 24 | Shiddiqy and Prihatiningtias (2022) | Indonesia | Logistic Regression | Used binary logistic regression on financial ratios to classify distress in East Java. Achieved 93.6% classification accuracy. |
Appendix C. Scoring Rubric and Application
| Criterion | Short Code | Scoring (0–2) | Example Weighting | Illustrative Scenario |
|---|---|---|---|---|
| Predictive Accuracy | P1 | 0 = absent; 1 = descriptive only; 2 = predictive tests reported | 0.15–0.25 | Weighted higher in data-rich municipalities with technical expertise. |
| Ability to Differentiate (False Positives & Negatives) | P2 | 0 = absent; 1 = implied only; 2 = clear false positive/negative rates | 0.10 | Ensures the model can distinguish distressed vs. healthy municipalities. |
| Theoretical Validity | CI 1 | 0 = absent; 1 = weak/implicit; 2 = grounded in theory | 0.10 | Adds credibility by linking to established financial/economic theories. |
| Expert Involvement | CI 2 | 0 = absent; 1 = ad hoc; 2 = systematic inclusion | 0.10 | Higher weight in politically sensitive contexts to secure legitimacy. |
| Data Accessibility | PA 1 | 0 = absent; 1 = present, limited; 2 = present, open/easy | 0.20 | Prioritised where financial/operational data are scarce or fragmented. |
| Use of Historical Data | PA 2 | 0 = absent; 1 = short series (<5 years); 2 = long series (≥10 years) | 0.10 | Weighted more in contexts where past fiscal trends are critical. |
| Ease of Use/Understandability | PA 3 | 0 = absent; 1 = present, unclear; 2 = present with clear steps | 0.20 | Favoured in low-capacity municipalities with limited staff skills. |
| Robustness/Resistance to Manipulation | CF 1 | 0 = absent; 1 = claimed only; 2 = tested/validated | 0.15 | Weighted higher where manipulation risk or poor data quality is high. |
| Comprehensiveness of Indicators | CF 2 | 0 = financial ratios only; 1 = some socio-economic; 2 = broad (financial, socio-economic, governance) | 0.10–0.15 | Prioritised in municipalities with diverse socio-economic pressures. |
| Contextual Suitability/Relevance | CF 3 | 0 = absent; 1 = partially adapted; 2 = fully adapted to local context | 0.10–0.20 | Especially important when applying models developed in other countries. |
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| Component | Description |
|---|---|
| P (Population) | Municipalities |
| I (Intervention) | Financial distress prediction tools |
| C (Comparison) | Different prediction tools |
| O (Outcome) | Framework for selecting appropriate financial distress prediction tools |
| Criteria Category | Inclusion Criteria | Exclusion Criteria |
|---|---|---|
| Study Type | Peer-reviewed journal articles, conference proceedings, and systematic reviews | Opinion pieces, editorials, non-peer-reviewed reports, and studies that do not propose predictive models |
| Publication Date | 2000–2025 | Publications outside the 2000–2025 range |
| Scope | Studies focusing on financial distress prediction models applicable to municipalities and local governments | Studies focusing solely on corporate or private-sector financial distress models without municipal relevance |
| Methodology | Empirical, theoretical, or review Studies that propose, or test financial distress prediction models (not mere measurement of financial distress) | Studies focused only on the measurement of financial distress without predictive intent |
| Geographic Coverage | No geographic restriction. | None specifically (as long as other criteria are met) |
| Language | English (or with high-quality translations available) | Literature written in languages other than English without available translations |
| Criterion | Description | Number of Studies | Percentage of Studies (%) |
|---|---|---|---|
| Predictive Accuracy | Ability of a model to correctly classify distressed vs. non-distressed municipalities. | 17 | 70.8 |
| Comprehensiveness of Indicators | Inclusion of diverse dimensions (e.g., financial, economic, political, demographic) to ensure multidimensional assessment. | 16 | 66.7 |
| Contextual Suitability | Ability of a model to account for country-specific fiscal, legal, and institutional conditions. | 10 | 41.7 |
| Use of Historical Data | The extent to which models incorporate longitudinal or time-series data to identify financial distress patterns. | 10 | 41.7 |
| Ease of Use/ Understandability | The model’s practical usability by government officials, auditors, or policymakers. | 9 | 37.5 |
| Robustness/Resistance to Manipulation | The model’s capacity to withstand reporting bias or accounting manipulation. | 8 | 33.3 |
| Data Accessibility | Availability of required data inputs in practical or real-world municipal settings. | 4 | 16.7 |
| Ability to Differentiate | Precision in distinguishing distressed from non-distressed cases (Type I and Type II error handling). | 4 | 16.7 |
| Theoretical Validity | Degree to which the model aligns with or is grounded in relevant theoretical frameworks. | 3 | 12.5 |
| Expert Contributions | Whether domain experts were involved in model development or validation. | 2 | 8.3 |
| Performance | Conceptual Integrity | Practical Applicability | Contextual Fit | Composite Low Capacity | Composite High Capacity | |||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| P1 | P2 | C1 | C2 | PA1 | PA2 | PA3 | CF1 | CF2 | CF3 | |||
| Model A | 1 | 1 | 2 | 1 | 2 | 2 | 2 | 1 | 1 | 1 | 1.60 | 1.25 |
| Model B | 2 | 2 | 1 | 2 | 1 | 1 | 1 | 2 | 2 | 2 | 1.40 | 1.75 |
| Criterion | Logistic Regression (e.g., Trussel & Patrick, 2018) | Machine Learning Hybrid (e.g., X. Li et al., 2022) | Ratio-Based (e.g., Kloha et al., 2005) |
|---|---|---|---|
| Predictive Accuracy | High (90%+ in stable data) | Very High (>90%+ with large datasets) | Moderate (80–85%, transparent) |
| Comprehensiveness | Moderate (financial ratios focus) | High (adds socio-economic indicators) | Moderate (limited ratios) |
| Contextual Suitability | Good for developed countries | Adaptable but data-intensive | Excellent for data-scarce settings |
| Use of Historical Data | Strong (10+ years) | Strong (large datasets) | Moderate (5–8 years) |
| Ease of Use | Moderate (statistical software) | Low (requires data science) | High (simple calculations) |
| Robustness | High (audited data) | Moderate (sensitive to quality) | High (transparent metrics) |
| Data Accessibility | Moderate (standardised reports) | Low (diverse sources needed) | High (basic financial data) |
| Ability to Differentiate | High (low false positives) | High (AUC metrics) | Moderate (simpler classification) |
| Theoretical Validity | Strong (fiscal distress theory) | Moderate (less theory-driven) | Strong (policy-aligned) |
| Expert Contributions | Moderate (auditors, officials) | Moderate (technical experts) | High (simple calculations) |
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Share and Cite
Radebe, N.E.; Nomlala, B.C.; Matenda, F.R. Systematic Review of Financial Distress Prediction Models for Municipalities: Key Evaluation Criteria and a Framework for Model Selection. J. Risk Financial Manag. 2025, 18, 624. https://doi.org/10.3390/jrfm18110624
Radebe NE, Nomlala BC, Matenda FR. Systematic Review of Financial Distress Prediction Models for Municipalities: Key Evaluation Criteria and a Framework for Model Selection. Journal of Risk and Financial Management. 2025; 18(11):624. https://doi.org/10.3390/jrfm18110624
Chicago/Turabian StyleRadebe, Nkosinathi Emmanuel, Bomi Cyril Nomlala, and Frank Ranganai Matenda. 2025. "Systematic Review of Financial Distress Prediction Models for Municipalities: Key Evaluation Criteria and a Framework for Model Selection" Journal of Risk and Financial Management 18, no. 11: 624. https://doi.org/10.3390/jrfm18110624
APA StyleRadebe, N. E., Nomlala, B. C., & Matenda, F. R. (2025). Systematic Review of Financial Distress Prediction Models for Municipalities: Key Evaluation Criteria and a Framework for Model Selection. Journal of Risk and Financial Management, 18(11), 624. https://doi.org/10.3390/jrfm18110624

