Minimal Overlap Rules for Bankruptcy

نویسندگان

  • Ruud Hendrickx
  • Peter Borm
  • Marieke Quant
چکیده

This paper introduces a new way of representing bankruptcy rules. These representations are used to show that the minimal overlap rule is a composition of the Ibn Ezra rule and the constrained equal losses rule, a result originally obtained by [1]. The residual minimal overlap rule is analysed as an alternative extension of the Ibn Ezra rule, by using a composition with the constrained equal awards rule.

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تاریخ انتشار 2007