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Problem solving / Fair division / Shapley value / Combinatorics / Integer sequences / Core / Partition function / Partition / Summation / Game theory / Mathematics / Cooperative games


Rational Bargaining in Games with Coalitional Externalities1 Peter Borm2 Yuan Ju3
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Document Date: 2015-04-12 21:50:01


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York / Belfast / /

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NeXT Computer / /

Country

Taiwan / Netherlands / Japan / United Kingdom / Israel / /

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Facility

University of York / Tinbergen Institute / Tel Aviv University / National Tsing Hua University / Hebrew University of Jerusalem / Keele University / National Taiwan University / University of Bayreuth / Queen’s University / Ben-Gurion University / Tilburg University / Haifa University / Seoul National University / /

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Negev / /

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PVV party / RIS Fund / Game Theory Society / Seoul National University / Department of Economics / University of York / Econometric Society in Shanghai / Tinbergen Institute / National Tsing Hua University / KMT party / National Taiwan University / Haifa University / People First Party / World Congress / Pan-Blue Coalition / Ben-Gurion University of the Negev / University of Bayreuth / Department of Economics and Related Studies / Department of Econometrics and Operations Research / Tel Aviv University / Tilburg University / Hebrew University of Jerusalem / Keele University / VVD party / Technion / /

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Yuan Ju / Roberto Serrano / James Soong / Steve Jobs / Matthew O. Jackson / Yair Tauman / de Clippel / Juan Vidal-Puga / /

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general election / presidential elections / /

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Queen / agent player / powerful leader / political leader / player / Corresponding author / associate editor / representative / proposer player / /

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