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What is Weighted Besov Classes on Sphere Analysis about?

This paper establishes a representation theorem for weighted Besov classes on the unit sphere with Dunkl weights and explores approximation results for near-best approximation operators. It extends previous research from unweighted to weighted settings, providing asymptotic orders for various widths and entropy numbers of these classes. The findings contribute to the understanding of approximation theory and harmonic analysis, particularly in contexts relevant to mathematical physics.

Author

d22035

Language

EN