A STUDY ON LINEAR INEQUALITY REPRESENTATION OF SOCIAL WELFARE FUNCTIONS

スポンサーリンク

概要

• 論文の詳細を見る

• This paper presents a study on the recently proposed linear inequality representation of Arrovian Social Welfare Functions (ASWFs). We correct and show several sufficient conditions on preference domains for the linear inequalities of the representation to form integral polytopes. We also show that a given probabilistic ASWF induces a real vector satisfying the inequalities.

• 社団法人日本オペレーションズ・リサーチ学会の論文

著者

• Yamamoto Yoshitsugu

  University Of Tsukuba

• Sato Keisuke

  Railway Technical Research Institute

関連論文

• A NOTE ON A THEOREM OF CONTINUUM OF ZERO POINTS
• A PARAMETRIC SUCCESSIVE UNDERESTIMATION METHOD FOR CONVEX PROGRAMMING PROBLEMS WITH AN ADDITIONAL CONVEX MULTIPLICATIVE CONSTRAINT
• OUTER APPROXIMATION METHOD FOR THE MINIMUM MAXIMAL FLOW PROBLEM
• RANKING BY RELATIONAL POWER BASED ON DIGRAPHS
• A STUDY ON LINEAR INEQUALITY REPRESENTATION OF SOCIAL WELFARE FUNCTIONS
• LAGRANGIAN RELAXATION AND PEGGING TEST FOR LINEAR ORDERING PROBLEMS(SCOPE (Seminar on Computation and OPtimization for new Extensions))

スポンサーリンク