Results 101 to 110 of about 595 (210)
The evolution and social cost of herding mentality promote cooperation. [PDF]
iScience, 2023 Chica M, Rand W, Santos FC.
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The Structure of the Set of Equilibria for Two Person Multicriteria Games
In this paper the structure of the set of equilibria for two person multicriteria games is analysed. It turns out that the classical result for the set of equilibria for bimatrix games, that it is a finite union of polytopes, is only valid for ...
Borm, P.E.M. +2 more
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Informationally Robust Equlibria
Informationally Robust Equilibria (IRE) are introduced in Robson (1994) as a refinement of Nash equilibria for e.g. bimatrix games, i.e. mixed extensions of two person finite games.Similar to the concept of perfect equilibria, basically the idea is that ...
Borm, P.E.M. +2 more
core
Perhitungn untuk memcari titik equilibrium pada suatu bimatrix sama denan lagoritma … [PDF]
, 1997 ABSTRAK Bimatrix Game adalah game dengan matriks pembayaran ganda yang merupakan salah satu bentuk dan ipermainan 2 orang jumlah tidak nol. Setiap bimatrix game memiliki sekurang-kurangnya satu buah titik equilibrium, dan untuk mendapatkannya bisa ...
Noviani P, Wahyu
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Government regulation strategy, leading firms' innovation strategy, and following firms imitation strategy: An analysis based on evolutionary game theory. [PDF]
PLoS One, 2023 Zhang M, Huang Y, Jin Y, Bao Y.
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On the complexity of deciding bimatrix games similarity
Theoretical Computer Science, 2008 The paper deals with computational aspects of finding Nash equilibria in bimatrix games. The attention is focused on specific situation of similarity between two games, namely whether they share a common Nash equilibrium (so called weak similarity) or if their sets of Nash equilibria are identical (strong similarity).
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Learning in Perturbed Asymmetric Games [PDF]
We investigate the stability of mixed strategy equilibria in 2 person (bimatrix) games under perturbed best response dynamics. A mixed equilibrium is asymptotically stable under all such dynamics if and only if the game is linearly equivalent to a zero ...
Ed Hopkins, Josef Hofbauer
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Fast Algorithms for Rank-1 Bimatrix Games
, 2019 The rank of a bimatrix game is the matrix rank of the sum of the two payoff matrices. This paper comprehensively analyzes games of rank one, and shows the following: (1) For a game of rank r, the set of its Nash equilibria is the intersection of a ...
Adsul, Bharat +4 more
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On the Number of Nash Equilibria in a Bimatrix Game
, 1994 We show that if y is an odd integer between 1 and 2 n - 1, there is an n × n bimatrix game with exactly y Nash equilibria (NE). We conjecture that this 2 n - 1 is a tight upper for n \u3c 3, and provide bounds on the number of NEs in m × n nondegenerate ...
Quint, Thomas, Shubik, Martin
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Game-Theoretic Decision Support for Cyber Forensic Investigations. [PDF]
Sensors (Basel), 2021 Nisioti A +3 more
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