A note on weighted multi-glove games
研究了加权多手套博弈，证明其完全平衡，刻画了超模和pmas可容许的条件，并给出了超模及大部分pmas可容许加权多手套博弈的Shapley值显式表达式。
Abstract In this note we consider the class of weighted multi-glove games. We will show that these games are totally balanced and we will characterize the weighted multi-glove games that are supermodular and pmas-admissible. Moreover, we will provide an explicit expression for the Shapley value of the supermodular and a large part of the pmas-admissible weighted multi-glove games.