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A wave equation perturbed by viscous terms: fast and slow times diffusion effects in a Neumann problem - MaRDI portal

A wave equation perturbed by viscous terms: fast and slow times diffusion effects in a Neumann problem (Q2425213)

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A wave equation perturbed by viscous terms: fast and slow times diffusion effects in a Neumann problem
scientific article

    Statements

    title
    A wave equation perturbed by viscous terms: fast and slow times diffusion effects in a Neumann problem (English)
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    author
    Monica De Angelis
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    publication date
    26 June 2019
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    zbMATH Keywords
    partial differential equations
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    viscoelastic models
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    singular perturbations
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    cites work
    Q4869791
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    Q2869745
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    Q3958802
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    Q5461942
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    Identifiers

    Mathematics Subject Classification ID
    35K35
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    35Q35
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    76A10
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    zbMATH DE Number
    7073598
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    OpenAlex ID
    W2800859758
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    arXiv ID
    1810.08972
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    Wikidata QID
    Q129911641
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