PARALLEL ALGORITHM TO SOLVING 2D BLOCK-CYCLIC PARTITIONED BIMATRIX GAMES
ALGORITM PARALEL PENTRU REZOLVAREA JOCURILOR BIMATRICEALE PARTITIONATE CICLIC IN BLOCURI 2D Articolul prezintã un studiu teoretic si practic al modalitatilor de determinare a solutilor in jocurile bimatriceale impârtite in blocuri de submatrice ...
USM ADMIN
doaj
Eco-evolutionary dynamics of bimatrix games
Feedbacks between strategies and the environment are common in social-ecological, evolutionary ecological and even psychological-economic systems. Using common resources is always a dilemma for community members, like the tragedy of the commons. Here, we consider replicator dynamics with feedback-evolving games, where the pay-offs switch between two ...
Longmei Shu, Feng Fu
openaire +2 more sources
A Two‐Step Matrix‐Splitting Iterative Method for Solving the Generalized Absolute Value Equation
In this paper, we present a two‐step Newton‐based matrix‐splitting iteration method for solving the generalize absolute value equation. This method can produce a number of two‐step Newton‐based relaxation iteration algorithms with the right matrix‐splitting options.
Lin Zheng, Yangxin Tang, Luigi Rarità
wiley +1 more source
On Altruism and Spite in Bimatrix Games
One common assumption in game theory is that any player optimizes a utility function that takes into account only its own payoff. However, it has long been observed that in real life players may adopt an altruistic or even spiteful behaviour. As such, there are numerous attempts in the economics literature that strive to explain the fact that players ...
Michail Fasoulakis +3 more
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THE APPLICATION OF BIMATRIX GAMES IN THE HARMONIZATION OF PROJECT STAKEHOLDERS' VALUES
The problem of project stakeholders interests harmonization is described. The problem of project stakeholders interests harmonization, as a solution of the noncooperative game between two players - the project team led by a manager and stakeholders ...
Тигран Георгиевич ГРИГОРЯН
doaj +1 more source
Credibilistic Loss Aversion Nash Equilibrium for Bimatrix Games with Triangular Fuzzy Payoffs
Inspired by Shalev’s model of loss aversion, we investigate the effect of loss aversion on a bimatrix game where the payoffs in the bimatrix game are characterized by triangular fuzzy variables.
Chunsheng Cui +2 more
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FINITE APPROXIMATION OF NONCOOPERATIVE 2-PERSON GAMES PLAYED IN STAIRCASE-FUNCTION CONTINUOUS SPACES
V. Romanuke Finite approximation of noncooperative 2-person games played in staircase-function continuous spaces Background. There is a known method of approximating continuous noncooperative 2-person games, wherein an approximate solution (an ...
Vadim Romanuke
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Game Models of Behavior of Participants at Bankruptcy of the Organization
In the article, possible options of application of elements of game theory for the analysis of behavior of participants at bankruptcy of the organization are considered.
Vladimir Anatolyevich Kurzenev +1 more
doaj
Solving Bi-Matrix Games Based on Fuzzy Payoffs via Utilizing the Interval Value Function Method
In this article, we introduce a model of bi-matrix games based on crisp parametric payoffs via utilizing the method of interval value function. Then, we get that equilibrium solutions of bi-matrix games on the basis of fuzzy payoffs and equilibrium ...
Kaisheng Liu, Yumei Xing
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TRAJECTORIES OF DYNAMIC EQUILIBRIUM AND REPLICATOR DYNAMICS IN COORDINATION GAMES
The paper analyzes average integral payoff indices for trajectories of the dynamic equilibrium and replicator dynamics in bimatrix coordination games. In such games, players receive large payoffs when choosing the same type of behavior. A special feature
Nikolay A. Krasovskii +1 more
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