A Neutrosophic Approach for Opponent Analysis and Game Strategy Formulation in College Volleyball
Keywords:
Neutrosophic Logic (NL), Neutrosophic Sets (NS), Uncertainty Modeling, Multi-valued Logic, Tactical Decision-Making, Volleyball Match AnalysisAbstract
In competitive college volleyball, effective opponent analysis is crucial for strategic decisionmaking, particularly when facing teams with varying performance dynamics. This study introduces a QNeutrosophic Soft Set (QNSS) approach to opponent analysis, enabling multi-context decision evaluation
based on a granular assessment of opponent characteristics across different game conditions. Our QNSS
proposes a novel Context-wise Aggregation Operator (CWA) that captures the nuanced relationships
between contexts and parameters in QNSS, providing a flexible aggregation mechanism that not only
accounts for the varying importance of different contexts but also emphasizes the multiplicative
relationships between membership values. Our framework presents neutrosophic best-worst method to
compute criteria weights by ensuring more diverse and well-distributed criteria values and introduces a
regularization-based spread maximization function to prevent weight convergence and ensure proper
consistency handling through a nonlinear optimization model. Then, a customized fuzzy ARAS is
computed to assess and rank the different playing strategies. Further, we introduce a real case study on
European volleyball championship for senior men's national teams in Europe, in which decision-makers.
Proof of concept analysis is conducted on real case studies validated to the advantages of the proposed
approach, and compared the methods against state-of-the-art studies, implying insightful boosting to the
opponent analysis and game planning.
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