双准均衡合作对策τ值的公理化  

On axiomatizations of the r value for bicooperative quasibalanced games

作　　者：吴美容[1] 孙浩[2] 陈辉 

机构地区：[1]军事经济学院数理教研室,武汉430035 [2]西北工业大学应用数学系,西安710072 [3]湖北省武穴中学,湖北黄冈435400

出　　处：《运筹学学报》2014年第2期119-125,共7页Operations Research Transactions

基　　金：国家自然科学基金(Nos.71171163;71271171)

摘　　要：介绍了能准确刻画现实生活中每个参与者有三种选择的双合作对策,在此基础上研究了双合作对策的τ值,并对双准均衡合作对策的τ值进行了公理化,其中双合作对策的上向量、间隙函数、让步向量的构造是刻画其τ值的基础.There are three options for each participant in bicooperative games which can depict real life accurately. We study the τ value on the basis of this research, then complete the axiomatizations of the τ value for bicooperative quasibalanced games. The τvalue is based on the construction of upper bound, gap function and concession vector for bicooperative games.

关 键 词：双合作对策 双准均衡合作对策 r值 

分 类 号：O225[理学—运筹学与控制论]