The Most Representative Utility Function foi Non-Additive Robust Ordinal Regression

著录项

• 来源
  《Computational intelligence for knowledge-based systems design》|2010年|p.220-229|共10页
• 会议地点 Dortmund(DE);Dortmund(DE)
• 作者

  Silvia Angilella; Salvatore Greco; Benedetto Matarazzo;

  展开▼
• 作者单位

  Department of Economics and Quantitative Methods,Faculty of Economics, University of Catania,Corso Italia 55, 1-95129 Catania, Italy Non-additive robust ordinal regression (NAROR) considers Choquet integral or one of its generalizations;

  Department of Economics and Quantitative Methods,Faculty of Economics, University of Catania,Corso Italia 55, 1-95129 Catania, Italy Non-additive robust ordinal regression (NAROR) considers Choquet integral or one of its generalizations;

  Department of Economics and Quantitative Methods,Faculty of Economics, University of Catania,Corso Italia 55, 1-95129 Catania, Italy Non-additive robust ordinal regression (NAROR) considers Choquet integral or one of its generalizations;

  展开▼
• 会议组织
• 原文格式 PDF
• 正文语种 eng
• 中图分类 信息处理（信息加工）;
• 关键词

  multiple criteria decision analysis; choquet integral; non-additive robust ordinal regression; most representative fuzzy measures;

  机译：多准则决策分析；弦门积分非加性稳健序数回归；最有代表性的模糊测度;