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Asymptotic Bounds of Solutions of the Functional Differential Equation $x'(t) = ax(\lambda t) + bx(t) + f(t),\quad 0 < \lambda < 1$ - MaRDI portal

Asymptotic Bounds of Solutions of the Functional Differential Equation $x'(t) = ax(\lambda t) + bx(t) + f(t),\quad 0 < \lambda < 1$ (Q4173689)

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scientific article; zbMATH DE number 3608459
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English
Asymptotic Bounds of Solutions of the Functional Differential Equation $x'(t) = ax(\lambda t) + bx(t) + f(t),\quad 0 &lt; \lambda &lt; 1$
scientific article; zbMATH DE number 3608459

    Statements

    Asymptotic Bounds of Solutions of the Functional Differential Equation $x'(t) = ax(\lambda t) + bx(t) + f(t),\quad 0 &lt; \lambda &lt; 1$ (English)
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    1978
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    Functional Differential Equation
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    Asymptotic Bounds of Solutions
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