排名(信息检索)
一致性(知识库)
数据挖掘
计算机科学
偏爱
参数统计
选择(遗传算法)
扩展(谓词逻辑)
灵敏度(控制系统)
区间(图论)
人工智能
偏好关系
秩(图论)
群(周期表)
群体决策
完整信息
机器学习
数学
关系(数据库)
虚假
模糊逻辑
模糊集
匹配(统计)
集合(抽象数据类型)
熵(时间箭头)
学习排名
分类
线性规划
相关性(法律)
区间估计
作者
Ningna Liao,Jian Liu,Chuanmin Mi
标识
DOI:10.1177/1088467x261458476
摘要
Interval-valued neutrosophic preference relations (IVNPRs), as an extension of interval-valued neutrosophic sets in preference modeling, can represent DMs’ hesitation and uncertainty through interval-form truth, indeterminacy, and falsity membership degrees. However, existing IVNPR-based group decision-making (GDM) models often separate consistency rectification from consensus reaching or cause information loss during ranking. This paper proposes an integrated GDM framework for consistency, consensus, and ranking based on IVNPRs. First, an additive consistency index (ACI) is defined, and a parametric linear programming model is developed to minimize modifications to original preferences. Second, a consensus optimization model is constructed to jointly adjust preferences and determine DM weights while reflecting expert reliability. Third, a likelihood comparison-based ranking method is designed by integrating exponential distance, TOPSIS, and interval inclusion information to reduce information loss. Finally, sensitivity analysis, comparative analysis, ablation analysis, and computational efficiency analysis are conducted to verify the model’s stability, applicability, and scalability. The proposed framework provides a robust tool for intelligent decision-making by preserving original expertise while resolving logical inconsistencies.
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