Optimal Approximation of Elliptic Problems II: Wavelet Methods Stephan Dahlke, Erich Novak, and Winfried Sickel 1. Introduction. We study the optimal approximation of the solution of an operator equation A(u) = f, - Partial differential equation - Document - PDFSEARCH.IO

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	Optimal Approximation of Elliptic Problems II: Wavelet Methods Stephan Dahlke, Erich Novak, and Winfried Sickel 1. Introduction. We study the optimal approximation of the solution of an operator equation A(u) = f, Add to Reading List Document Date: 2005-04-21 10:51:42 Open Document File Size: 110,22 KB Share Result on Facebook Person Stephan Dahlke / Erich Novak / Winfried Sickel / / ProgrammingLanguage C / / Technology 04401 Algorithms / / URL http / SocialTag Operator theory Linear algebra Differential operators Multivariable calculus Partial differential equation Hilbert space Elliptic operator Wavelet Differential equation Calculus

Optimal Approximation of Elliptic Problems II: Wavelet Methods Stephan Dahlke, Erich Novak, and Winfried Sickel 1. Introduction. We study the optimal approximation of the solution of an operator equation A(u) = f,Add to Reading List