A reaction-diffusion system arising in game theory: existence of solutions and spatial dominance (Q2405526)
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| Language | Label | Description | Also known as |
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| English | A reaction-diffusion system arising in game theory: existence of solutions and spatial dominance |
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A reaction-diffusion system arising in game theory: existence of solutions and spatial dominance (English)
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26 September 2017
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The author investigates the existence of weak solutions of the reaction-diffusion system arising in the finite symmetric \(2\) person games, and the selection criteria of spatial dominance of a Nash equilibrium for such games. A condition for a Nash equilibrium to be not spatially dominant is also presented.
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reaction-diffusion system
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discontinuous nonlinearities
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initial value problem
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existence
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stability
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equilibrium selection
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game theory
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