Anisotropic Weak Hardy Spaces of Musielak-Orlicz Type And Their Applications
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Baode Li is a reseacher affiliated with  Xinjiang University in Ürümqi, China.

                       

Anisotropic Weak Hardy Spaces of Musielak-Orlicz Type And Their Applications

It is well-known that the Hardy spaces  Hp(Rn) are good substitutes for Lebesgue spaces Lp(Rn) with 0<p≤1. Moreover, when it comes to studying the boundedness of operators in the critical case, weak Hardy spaces WHp(Rn) naturally appear, and it is proven to be a good substitute of Hardy spaces Hp(Rn) with 0<p≤1. For example, if 0<δ≤1, δ-Calderón-Zygmund operator T is bounded on Hp(Rn) for any n/(n+δ)<p≤1, but T may be not bounded on Hn/(n+δ)(Rn); however, T is bounded by Hardy...

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