Threshold Selection Strategy for Sequential Three-Way Decision Model

Qinrong Feng

doi:10.1142/S0218194025500895

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Threshold Selection Strategy for Sequential Three-Way Decision Model

2025-12-01

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Qinrong Feng *

Xiao Guo

Wenqi Wang

DOI：10.1142/S0218194025500895

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Abstract

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Sequential three-way decision is a kind of dynamic three way decision model, which is suitable to deal with dynamic, complex and uncertain questions. Classical sequential three-way decisions are based on a granular structure with a single threshold under multiple levels of granularity, which make the traditional models incapable of adapting to the case of multiview granular structures with multiple thresholds. To overcome this disadvantage, Qian et al. proposed a generalized multigranulation sequential three-way decision model based on multiple different thresholds. We have observed that multiple different thresholds will determine the same positive and negative regions in sequential three-way decision model. That is, there exists a many-to-one relationship between parameter thresholds and positive/negative regions. Therefore, it is essential to investigate parameter threshold selection strategies. First, since parameter thresholds taken from the same interval may result in identical positive and negative regions for single-granularity sequential three-way decision model based on multiple different thresholds. Therefore, some effective strategies of determining the selection interval of thresholds are put forward, which can greatly reduce the repeated operations and improve the decision efficiency. Second, the parameter selection strategy in the single-granularity sequential three-way decision model proposed in this paper is extended to the multi-granularity sequential three-way decision model, which can further improve decision-making efficiency.

Keywords:

Rough set

sequential three-way decision

dynamic threshold

inclusion degree