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- W2011754418 abstract "The subject is parametrices for semi-linear problems, based on parametrices for linear boundary problems and on non-linearities that decompose into solution-dependent linear operators acting on the solutions. Non-linearities of product type are shown to admit this via exact paralinearisation. The parametrices give regularity properties under weak conditions; improvements in subdomains result from pseudo-locality of type $1,1$-operators. The framework encompasses a broad class of boundary problems in Holder and $L_p$-Sobolev spaces (and also Besov and Lizorkin--Triebel spaces). The Besov analyses of homogeneous distributions, tensor products and halfspace extensions have been revised. Examples include the von Karman equation." @default.
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- W2011754418 date "2008-10-17" @default.
- W2011754418 modified "2023-09-23" @default.
- W2011754418 title "Parametrices and Exact Paralinearization of Semi-Linear Boundary Problems" @default.
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