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Necessary and sufficient conditions of Lipschitz reversibility of nonlinear difference operators \(({\mathcal D}x)(t)=x(t+l)-f(x(t))\) in the space of bounded and continuous functions on the real axis - MaRDI portal

Necessary and sufficient conditions of Lipschitz reversibility of nonlinear difference operators \(({\mathcal D}x)(t)=x(t+l)-f(x(t))\) in the space of bounded and continuous functions on the real axis (Q1398541)

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scientific article; zbMATH DE number 1961424
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English
Necessary and sufficient conditions of Lipschitz reversibility of nonlinear difference operators \(({\mathcal D}x)(t)=x(t+l)-f(x(t))\) in the space of bounded and continuous functions on the real axis
scientific article; zbMATH DE number 1961424

    Statements

    Necessary and sufficient conditions of Lipschitz reversibility of nonlinear difference operators \(({\mathcal D}x)(t)=x(t+l)-f(x(t))\) in the space of bounded and continuous functions on the real axis (English)
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    7 August 2003
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    nonlinear difference operator
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    Lipschitz reversibility
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    Identifiers