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A \(G^{\delta,1}\) almost conservation law for mCH and the evolution of its radius of spatial analyticity - MaRDI portal

A \(G^{\delta,1}\) almost conservation law for mCH and the evolution of its radius of spatial analyticity (Q2030043)

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scientific article; zbMATH DE number 7355406
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English
A \(G^{\delta,1}\) almost conservation law for mCH and the evolution of its radius of spatial analyticity
scientific article; zbMATH DE number 7355406

    Statements

    A \(G^{\delta,1}\) almost conservation law for mCH and the evolution of its radius of spatial analyticity (English)
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    4 June 2021
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    modified Camassa-Holm equation
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    Cauchy problem
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    analytic spaces
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    uniform radius of analyticity
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    bilinear estimates
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    algebraic decrease
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    approximate conservation law
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