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Fully-geometric mesh one-leg methods for the generalized pantograph equation: approximating Lyapunov functional and asymptotic contractivity - MaRDI portal

Fully-geometric mesh one-leg methods for the generalized pantograph equation: approximating Lyapunov functional and asymptotic contractivity (Q2397058)

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Fully-geometric mesh one-leg methods for the generalized pantograph equation: approximating Lyapunov functional and asymptotic contractivity
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    Fully-geometric mesh one-leg methods for the generalized pantograph equation: approximating Lyapunov functional and asymptotic contractivity (English)
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    29 May 2017
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    neutral functional differential equation
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    generalized pantograph equation
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    fully-geometric mesh one-leg methods
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    variable stepsizes one-leg methods
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    asymptotic contractivity
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    approximating lyapunov functional
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    stability
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    Runge-Kutta methods
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    numerical example
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