Titlebook: Beyond Sobolev and Besov; Regularity of Soluti Cornelia Schneider Book 2021 The Editor(s) (if applicable) and The Author(s), under exclusiv

運氣

Classification and use of symmetry dataIn the introduction we already sketched why we expect that the results proved in Chaps. .–. will have some impact concerning the theoretical foundation of adaptive algorithms. In this chapter, we want to return to these relationships in more detail.

輕而薄

International Tax Enforcement in Canada,In this chapter we investigate traces of functions . on the boundary Γ of Lipschitz domains Ω.

peptic-ulcer

General Anti-avoidance Rules (GAAR),In this chapter we deal with traces of functions in generalized smoothness Morrey spaces on the boundary of .. domains Ω.

大都市

Negligible

Regularity Theory for Parabolic PDEsThe present chapter is the heart of Part I of this manuscript dealing with the regularity theory of PDEs. In contrast to Chap. . we now consider parabolic problems and the (spacial) fractional Sobolev and Besov regularity of their solutions.

使糾纏

Regularity Theory for Hyperbolic PDEsIn this chapter we study linear hyperbolic equations (6.1.1) of second order on special Lipschitz domains according to Definition .. For these kinds of equations regularity estimates in Kondratiev spaces were derived in which enable us to treat these equations in a similar way as the parabolic problems in Chap. ..

喪失

斑駁

Traces on Lipschitz DomainsIn this chapter we investigate traces of functions . on the boundary Γ of Lipschitz domains Ω.

mendacity

Traces of Generalized Smoothness Morrey Spaces on DomainsIn this chapter we deal with traces of functions in generalized smoothness Morrey spaces on the boundary of .. domains Ω.

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