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Littlewood-Paley g_λ~* Function on Weighted Herz-Type Hardy Spaces

Shu Li-sheng

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Abstract

The authors prove that Littlewood-Paley gλ* function is bounded from HK2α,p(ω1,ω2) into K2α,p(ω1,ω2) if 0p∞,q=2, 1/2≤α1/2+e. This extended the corresponding results in the literatures.

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What this paper is about

The authors prove that Littlewood-Paley gλ* function is bounded from HK2α,p(ω1,ω2) into K2α,p(ω1,ω2) if 0p∞,q=2, 1/2≤α1/2+e. This extended the corresponding results in the literatures.

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Available abstract

The authors prove that Littlewood-Paley gλ* function is bounded from HK2α,p(ω1,ω2) into K2α,p(ω1,ω2) if 0p∞,q=2, 1/2≤α1/2+e. This extended the corresponding results in the literatures.

Key concepts: Mathematics, Type (biology), Hardy space, Function (biology), Pure mathematics, Mathematical analysis, Ecology, Evolutionary biology

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