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Alexandre Ern, Jean-Luc Guermond and SpringerLink (Online service)

Quasi-optimal Nonconforming Approximation of Elliptic PDEs with Contrasted Coefficients and $$H^{1+{r}}$$ H 1 + r , $${r}>0$$ r > 0 , Regularity

Published in: Foundations of computational mathematics : FoCM ; official journal of the Society for the Foundation of Computational Mathematics (SFoCM) 29.7.2021

Title	Quasi-optimal Nonconforming Approximation of Elliptic PDEs with Contrasted Coefficients and $$H^{1+{r}}$$ H 1 + r , $${r}>0$$ r > 0 , Regularity
Involved	Alexandre Ern (Verfasser) Jean-Luc Guermond (Verfasser) SpringerLink (Online service) (Sonstige)
Published in	Foundations of computational mathematics : FoCM ; official journal of the Society for the Foundation of Computational Mathematics (SFoCM) 29.7.2021, Seite 1-36
Published	2021
Language	Englisch
Country	Deutschland
Topic	Mathematik
Subject	Numerical Analysis. Economics, general. Applications of Mathematics. Linear and Multilinear Algebras, Matrix Theory. Math Applications in Computer Science. Computer Science, general.
DDC notation	515.353
Persistent identifier	urn:nbn:de:101:1-2021102622030670831831 (URN) 10.1007/s10208-021-09527-7 (DOI)
Record ID	1244286095

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Quasi-optimal Nonconforming Approximation of Elliptic PDEs with Contrasted Coefficients and $$H^{1+{r}}$$ H 1 + r , $${r}>0$$ r > 0 , Regularity