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A Generalized 2D-Dynamical Mean-Field Ising Model with a Rich Set of Bifurcations (Inspired and Applied to Financial Crises) - MaRDI portal

A Generalized 2D-Dynamical Mean-Field Ising Model with a Rich Set of Bifurcations (Inspired and Applied to Financial Crises) (Q4643605)

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scientific article; zbMATH DE number 6873134
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English
A Generalized 2D-Dynamical Mean-Field Ising Model with a Rich Set of Bifurcations (Inspired and Applied to Financial Crises)
scientific article; zbMATH DE number 6873134

    Statements

    A Generalized 2D-Dynamical Mean-Field Ising Model with a Rich Set of Bifurcations (Inspired and Applied to Financial Crises) (English)
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    25 May 2018
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    Ising model
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    social opinion dynamics
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    chaos
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    regime shift
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    bifurcation delay
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