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Asymptotic stability and the periodic solutions of \(x(t)+\int^t_{-\infty} a(t-s)g(s,x(s))ds=f(t)\) - MaRDI portal

Asymptotic stability and the periodic solutions of \(x(t)+\int^t_{-\infty} a(t-s)g(s,x(s))ds=f(t)\) (Q1257188)

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scientific article; zbMATH DE number 3629581
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English
Asymptotic stability and the periodic solutions of \(x(t)+\int^t_{-\infty} a(t-s)g(s,x(s))ds=f(t)\)
scientific article; zbMATH DE number 3629581

    Statements

    Asymptotic stability and the periodic solutions of \(x(t)+\int^t_{-\infty} a(t-s)g(s,x(s))ds=f(t)\) (English)
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    1978
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    Nonlinear Integral Equation
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    Nonlinear Volterra Equation
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    Evolutionary Type
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    Asymptotic Stability
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    Existence of Periodic Phenomena
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