Some oscillation theorems for systems of even order quasilinear partial differential equations (Q1826785)

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scientific article; zbMATH DE number 2081875
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Some oscillation theorems for systems of even order quasilinear partial differential equations
scientific article; zbMATH DE number 2081875

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    Some oscillation theorems for systems of even order quasilinear partial differential equations (English)
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    6 August 2004
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    The paper deals with oscillatory properties of the solutions for a class of systems of even order quasilinear partial functional-differential equations of neutral type with zero Dirichlet boundary condition or mixed boundary condition. The author uses averaging technique to reduce the \(n\)-dimensional problem to 1-dimensional one. The results are illustrated by interesting examples.
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    oscillation
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    parabolic equations of neutral type
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    mixed boundary condition
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    averaging
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