Besov Regularity for Elliptic Boundary

@inproceedings{ValueProblemsStephan1995BesovRF,
  title={Besov Regularity for Elliptic Boundary},
  author={ValueProblemsStephan and Dahlke},
  year={1995}
}
  • ValueProblemsStephan, Dahlke
  • Published 1995
This paper studies the regularity of solutions to boundary value problems for Laplace's equation on Lipschitz domains in R d and its relationship with adaptive and other nonlinear methods for approximating these solutions. The smoothness spaces which determine the eeciency of such nonlinear approximation in L p (() are the Besov spaces B (L (()), := (=d + 1=p) ?1. Thus, the regularity of the solution in this scale of Besov spaces is investigated with the aim of determining the largest for which… CONTINUE READING

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Compression of wavelet decompositions

  • B. Jawerth, V. Popov
  • Amer . J . Math .
  • 1992

Degree of adaptive approximation

  • X. M. Yu
  • Math . Comp .
  • 1984

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