
doi: 10.1007/bf02109593
Bankruptcy problems are considered from a game theoretic point of view. Solution concepts from cooperative game theory are studied for bankruptcy games. A necessary and sufficient condition for a division rule for bankruptcy problems to be a game theoretic rule is given. A new division rule which is an adjustment of the proportional rule is given. This rule coincides with the \(\tau\)-value for bankruptcy games. Properties of the new rule are treated and a set of characterizing properties is given.
Cooperative games, bankruptcy games, division rule, \(\tau \)-value
Cooperative games, bankruptcy games, division rule, \(\tau \)-value
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