Bankruptcy games with nontransferable utility

B Dietzenbacher - Mathematical Social Sciences, 2018 - Elsevier
This paper analyzes bankruptcy games with nontransferable utility as a generalization of
bankruptcy games with monetary payoffs. Following the game theoretic approach to NTU …

Bargaining with independence of higher or irrelevant claims

MJ Albizuri, BJ Dietzenbacher, JM Zarzuelo - Journal of Mathematical …, 2020 - Elsevier
This paper studies independence of higher claims and independence of irrelevant claims on
the domain of bargaining problems with claims. Independence of higher claims requires that …

NTU-bankruptcy problems: consistency and the relative adjustment principle

B Dietzenbacher, P Borm… - Review of economic …, 2020 - Springer
This paper axiomatically studies bankruptcy problems with nontransferable utility by
focusing on generalizations of consistency and the contested garment principle. On the one …

Characterizing NTU-bankruptcy rules using bargaining axioms

B Dietzenbacher, H Peters - Annals of Operations Research, 2022 - Springer
This paper takes an axiomatic bargaining approach to bankruptcy problems with
nontransferable utility, by using properties from bargaining theory in order to characterize …

Egalitarianism in nontransferable utility games

B Dietzenbacher, P Borm, R Hendrickx - 2017 - papers.ssrn.com
This paper studies egalitarianism in the context of nontransferable utility games by
introducing and analyzing the egalitarian value. This new solution concept is based on an …

[HTML][HTML] A procedural egalitarian solution for NTU-games

B Dietzenbacher, P Borm, R Hendrickx - Discrete Applied Mathematics, 2020 - Elsevier
This paper introduces and analyzes a procedural egalitarian solution for nontransferable
utility games. This concept is based on an egalitarian procedure in which egalitarian …

Egalitarian allocation principles

B Dietzenbacher - 2018 - research.tilburguniversity.edu
This dissertation contributes to a better understanding of fair allocation rules and their
properties by studying egalitarian principles in models for allocation problems. The first part …