The nucleolus of large majority games

Author:

Kurz Sascha,Napel Stefan,Nohn Andreas

Publisher

Elsevier BV

Subject

Economics and Econometrics,Finance

Reference17 articles.

1. Uniqueness of stationary equilibrium payoffs in coalitional bargaining;Eraslan;J. Econom. Theory,2013

2. On minimum sum representations for weighted voting games;Kurz;Ann. Oper. Res.,2012

3. Kurz, S., Maaser, N., Napel, S., 2013. On the democratic weights of nations. Working Paper 66, Public Choice Research Centre, University of Turku, March.

4. Voting power in the EU Council of Ministers and fair decision making in distributive politics;Le Breton;Math. Social Sci.,2012

5. L. S. Penrose’s limit theorem: proof of some special cases;Lindner;Math. Social Sci.,2004

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1. Pseudo polynomial size LP formulation for calculating the least core value of weighted voting games;Mathematical Social Sciences;2022-01

2. A heuristic procedure for computing the nucleolus;Computers & Operations Research;2019-12

3. A note on limit results for the Penrose–Banzhaf index;Theory and Decision;2019-10-23

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