The Kernel of Homogeneous Games with Steps

B. Peleg, J. Rosenmüller and P. Sudhölter
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B. Peleg: The Hebrew University of Jerusalem, Department of Mathematics and Center for Rationality and Interactive Decision Theory
J. Rosenmüller: University of Bielefeld, Institute of Mathematical Economics
P. Sudhölter: University of Bielefeld, Institute of Mathematical Economics

Chapter Essay 13 in Essays in Game Theory, 1994, pp 163-192 from Springer

Abstract: Abstract The class of homogeneous n-person constant sum games was introduced by von Neumann-Morgenstern [20]; as a solution concept they treated the v.N.-M.-solution (or main simple solution). Peleg [9] discussed the kernel and nucleolus within this framework. The general theory of non-constant sum homogeneous games was developed by Ostmann [8], Rosenmüller [14], [15], [16] and Sudhölter [19].

Date: 1994
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DOI: 10.1007/978-1-4612-2648-2_13

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