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Survey of Various Fuzzy and Uncertain Decision-Making Methods

arXiv cs.AI / 3/18/2026

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Key Points

  • It surveys uncertainty-aware multi-criteria decision-making (MCDM) and presents a task-oriented taxonomy covering problem settings such as discrete, group/consensus, dynamic, multi-stage, multi-level, multiagent, and multi-scenario.
  • It analyzes weight elicitation methods (subjective and objective) under fuzzy or linguistic inputs, and discusses inter-criteria structure and causality modelling.
  • It contrasts solution procedures including compensatory scoring, distance-to-reference/compromise approaches, non-compensatory outranking frameworks, and also covers rule/evidence-based and sequential decision models that yield interpretable rules or policies.
  • It provides guidance on method selection based on robustness, interpretability, and data availability, and outlines open directions on explainable uncertainty integration, stability, and scalability in large-scale and dynamic decision environments.

Abstract

Decision-making in real applications is often affected by vagueness, incomplete information, heterogeneous data, and conflicting expert opinions. This survey reviews uncertainty-aware multi-criteria decision-making (MCDM) and organizes the field into a concise, task-oriented taxonomy. We summarize problem-level settings (discrete, group/consensus, dynamic, multi-stage, multi-level, multiagent, and multi-scenario), weight elicitation (subjective and objective schemes under fuzzy/linguistic inputs), and inter-criteria structure and causality modelling. For solution procedures, we contrast compensatory scoring methods, distance-to-reference and compromise approaches, and non-compensatory outranking frameworks for ranking or sorting. We also outline rule/evidence-based and sequential decision models that produce interpretable rules or policies. The survey highlights typical inputs, core computational steps, and primary outputs, and provides guidance on choosing methods according to robustness, interpretability, and data availability. It concludes with open directions on explainable uncertainty integration, stability, and scalability in large-scale and dynamic decision environments.