arXiv:1502.03159 Abstract | arXiv Analytics

arXiv:1502.03159 [math.FA]Abstract References Reviews Resources

Approximations in $L_{p}$-norms and Besov spaces on compact manifolds

Published 2015-02-11Version 1

The objective of the paper is to describe Besov spaces on general compact Riemannian manifolds in terms of the best approximation by eigenfunctions of elliptic differential operators.

Categories: math.FA

Keywords: besov spaces, compact manifolds, general compact riemannian manifolds, elliptic differential operators, best approximation

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arXiv:1502.03159 [math.FA]Abstract References Reviews Resources

Approximations in $L_{p}$-norms and Besov spaces on compact manifolds

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arXiv:1502.03159 [math.FA]AbstractReferencesReviewsResources

Approximations in $L_{p}$-norms and Besov spaces on compact manifolds

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arXiv:1502.03159 [math.FA]Abstract References Reviews Resources