Methodological and Analytical Breakthroughs in Tourism and Hospitality Studies: A Systematic Review of Asymmetrical Fuzzy-Set and Necessary Condition Analyses
Abstract
1. Introduction
2. Literature Review
2.1. Theoretical Underpinnings and Methodological Evolution
2.2. Bridging the Qualitative and Quantitative Divide
2.3. Comparing the Two Ways of Analysis: Symmetrical and Asymmetrical Methods
2.4. The Synergy of Necessity and Sufficiency: A Dual Lens on Causality
3. Methodology
4. Results
4.1. Articles Published Across Years
4.2. Research Themes of fsQCA and NCA: Configurational and Necessity Perspectives
4.3. Bridging the Methodological Divide: fsQCA and NCA as a Third Way
4.4. Symmetrical vs. Asymmetrical Methods and Analyses
4.5. Integration of Symmetrical and Asymmetrical Methods and Analyses
4.6. Fuzzy-Set Qualitative Comparative Analysis or Necessary Condition Analysis?
4.7. Robustness of the Asymmetrical (fsQCA and NCA) Methods and Analyses
4.8. Conceptual Framework for Integrating NCA and fsQCA: Necessary and Configurational Conditions
5. Discussion
5.1. Scholarly Gaps and Best Practices in Integrating Symmetrical and Asymmetrical Methods and Analyses
5.2. Methodological Decision Framework: Navigating the NCA and fsQCA-NCA Nexus
5.3. Addressing Calibration Subjectivity
5.4. Synthesis of Emerging Trends: Scalability in the Era of Big Data and AI
5.5. NCA and fsQCA Software Evolution
6. Conclusions
6.1. Implications of the Study
6.2. Limitations and Future Research Agendas
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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| Parameters | Methods and Analysis | References | |
|---|---|---|---|
| Symmetrical (MRA/SEM) | Asymmetrical (fsQCA/NCA) | ||
| Nature of Variables | Variables compete to explain the variance in the outcome | Variables (conditions) combine into configurations to produce an outcome | (Geremew et al., 2024; Kumar et al., 2023; Olya & Gavilyan, 2017; Woodside, 2014) |
| Theoretical Logic | Assumes relationships are constant and reversible | Recognizes that causes of success differ from causes of failure. | (Misangyi et al., 2017; Olya & Akhshik, 2019; Woodside, 2014) |
| Causal Logic | If X increases Y, then a decrease in X must lead to a reduction in Y. | The causes of success are often entirely different from the causes of failure. | (Enad Al-Qaralleh & Atan, 2022; Kumar et al., 2023; H. Zhang & Zhang, 2019) |
| Goal of Analysis | It aims to determine if a variable has a meaningful effect on the average impact. | It aims to identify bottlenecks (NCA) and strategic recipes (fsQCA). | (Geremew et al., 2024; Olya & Gavilyan, 2017; Woodside, 2011) |
| Handling of Complexity | Assumes variables act independently; interactions are often complex to model. | Conditions are interdependent, and their impact depends on the configuration. | (L. Cheng & Xu, 2021; Geremew et al., 2024; Olya & Altinay, 2016; Rasoolimanesh et al., 2021) |
| Principle of Paths | Generally, it seeks the best model or path to explain the outcome. | It acknowledges there are multiple, non-competing paths to the same result. | (Furnari et al., 2021; Geremew et al., 2024; Olya & Akhshik, 2019) |
| Data Requirements | Requires large samples (N) for statistical power and normality. | Ideal for 15–100 cases where deep context matters. | (Geremew et al., 2024; Olya & Gavilyan, 2017; Woodside, 2014) |
| Nature of Conditions | Factors are drivers with varying degrees of statistical significance. | Conditions are categorized as either necessary or sufficient (recipes). | (Dul, 2016b, 2016b; Latif, 2021; Lee et al., 2023; Ruhlandt et al., 2020) |
| Assumption | Linearity and symmetry | Complexity and asymmetry | (Olya & Altinay, 2016) |
| Focus | Individual variable, net effects. | Interdependent configurations. | (Al-Ansi et al., 2025; Olya & Gavilyan, 2017) |
| Logic | Correlation/mean-based | Set-theoretic/Boolean logic | (Kraus et al., 2018; Olya et al., 2020) |
| Outcome Paths | Uni-finality (one best path) | Equifinality (multiple paths) | (Olya & Akhshik, 2019; N. Pappas, 2019) |
| Managerial Goal | Identify significant drivers | Identify bottlenecks and recipes | (Dul, 2016a; Olya, 2023; Woodside et al., 2018) |
| Practical Output | It provides broad insights that may not apply to specific niche contexts. | It offers a tiered strategy, clearing bottlenecks first, then choosing a recipe. | (Dul, 2016a; Geremew et al., 2024; Olya & Gavilyan, 2017; Vis & Dul, 2018; X. Wang & Wang, 2025) |
| Treatment of Data | Outliers are often seen as errors or deviations from the mean. | Unique cases are considered valid alternative paths to success. | (Olya & Gavilyan, 2017; Olya & Nia, 2021; Rasoolimanesh et al., 2021) |
| Parameters | fsQCA | NCA | References |
|---|---|---|---|
| Primary Logic | Sufficiency: What configurations are enough for success? | Necessity: What is enough to prevent failure? | (Dul, 2016b; Enad Al-Qaralleh & Atan, 2022; Geremew et al., 2024; Lee et al., 2023; Olya & Gavilyan, 2017; X. Wang & Wang, 2025) |
| Causal Concept | Equifinality: Multiple paths to success. | Bottlenecks: Single factors that block success. | (Geremew et al., 2024; Geremew & Kleynhans, 2025; Ham et al., 2020; Kraus et al., 2018; Woodside, 2014) |
| Feature | NCA | fsQCA |
|---|---|---|
| Primary Goal | Identify bottlenecks | Identify recipes/configurations |
| Relationship | X is necessary for Y | X (with Z) is enough for Y |
| Logic | Necessity logic | Sufficiency logic |
| Analytic Focus | Single conditions in isolation | Complex configurations of conditions |
| Outcome | Without this, you fail | With this combination, you succeed |
| Research Dimensions | Standalone NCA | Integrated fsQCA-NCA |
|---|---|---|
| Causal assumption | Unidimensional necessity | Causal complexity & equifinality |
| Primary objective | Identifying guarantors or essential prerequisites | Identifying sufficient recipes or configurations |
| Analytical output | Ceiling analysis: precise degree of X needed for Y | Truth table analysis: parsimonious and complex solutions |
| Practical insight | Prevention of failure (eliminating bottlenecks) | Strategic optimization (selecting between viable paths) |
| Theory building | Testing for must-have theoretical boundaries | Developing mid-range theories of strategic fit |
| Feature | Scalability Trend | Practical Benefit for Hospitality |
|---|---|---|
| Data Volume | Optimization of R-based algorithms | Analysis of thousands of guest reviews or employee surveys |
| Data Variety | NLP-driven automated calibration | Integrating text-based voice into quantitative models |
| Predictive AI | Hybrid ML-fsQCA models | Moving from what happened to what configuration will work next |
| Actionability | NCA bottleneck identification | Real-time alerts for HR when leadership facilitators are missing |
| Potential Trap | Description of the Risk | Corrective Action/Best Practice |
|---|---|---|
| Conceptual Conflation | Treating necessity (NCA) and sufficiency (fsQCA) as interchangeable causal logics | Maintain a clear distinction: Use NCA to identify non-substitutable constraints (the floor) and fsQCA to identify substitutable configurations (the recipe) |
| Calibration Misalignment | Utilizing different anchors or thresholds for data transformation across the two methods | Ensure calibration consistency by using identical theoretical or empirical anchors (e.g., 5th, 50th, 95th percentiles) for both analyses |
| Redundant Variable Inclusion | Including a universal necessity (high effect size d) as a fluctuating condition in the fsQCA truth table | Treat high-effect necessity conditions as boundary conditions. Discuss them as the baseline before analyzing configurational paths to reduce limited diversity |
| Ceiling Line Mis-specification | Selecting an inappropriate ceiling technique for noisy or survey-based data | Justify the ceiling technique. Use Ceiling Regression for social science data to account for measurement error and outliers |
| Symmetry Bias | Reverting to linear, correlational language (e.g., X increases Y) during the discussion of results | Adhere to set-theoretic language. Frame findings in terms of prerequisites, bottlenecks, and equifinal recipes |
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Geremew, Y.M.; Kleynhans, C. Methodological and Analytical Breakthroughs in Tourism and Hospitality Studies: A Systematic Review of Asymmetrical Fuzzy-Set and Necessary Condition Analyses. Adm. Sci. 2026, 16, 196. https://doi.org/10.3390/admsci16050196
Geremew YM, Kleynhans C. Methodological and Analytical Breakthroughs in Tourism and Hospitality Studies: A Systematic Review of Asymmetrical Fuzzy-Set and Necessary Condition Analyses. Administrative Sciences. 2026; 16(5):196. https://doi.org/10.3390/admsci16050196
Chicago/Turabian StyleGeremew, Yechale Mehiret, and Carina Kleynhans. 2026. "Methodological and Analytical Breakthroughs in Tourism and Hospitality Studies: A Systematic Review of Asymmetrical Fuzzy-Set and Necessary Condition Analyses" Administrative Sciences 16, no. 5: 196. https://doi.org/10.3390/admsci16050196
APA StyleGeremew, Y. M., & Kleynhans, C. (2026). Methodological and Analytical Breakthroughs in Tourism and Hospitality Studies: A Systematic Review of Asymmetrical Fuzzy-Set and Necessary Condition Analyses. Administrative Sciences, 16(5), 196. https://doi.org/10.3390/admsci16050196

