On maximum weighted Nash welfare for binary valuations
Year of publication: |
2022
|
---|---|
Authors: | Warut Suksompong ; Teh, Nicholas |
Published in: |
Mathematical social sciences. - Amsterdam [u.a.] : NH, Elsevier, ISSN 0165-4896, ZDB-ID 283230-6. - Vol. 117.2022, p. 101-108
|
Subject: | Fair division | Unequal entitlements | Nash welfare | Nash-Gleichgewicht | Nash equilibrium | Wohlfahrtsökonomik | Welfare economics | Soziale Wohlfahrtsfunktion | Social welfare function | Sozialstaat | Welfare state | Verhandlungstheorie | Bargaining theory | Präferenztheorie | Theory of preferences | Verteilungsgerechtigkeit | Distributive justice |
-
The unreasonable fairness of maximum nash welfare
Caragiannis, Ioannis, (2016)
-
Fair-share allocations for agents with arbitrary entitlements
Babaioff, Moshe, (2024)
-
Weighted fair division with matroid-rank valuations : monotonicity and strategyproofness
Warut Suksompong, (2023)
- More ...
-
Weighted fair division with matroid-rank valuations : monotonicity and strategyproofness
Warut Suksompong, (2023)
-
Envy-free house allocation with minimum subsidy
Choo, Davin, (2024)
-
A characterization of maximum Nash welfare for indivisible goods
Warut Suksompong, (2023)
- More ...