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Search: All articles in the CJM digital archive with keyword $H^p$ space

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1. CJM 2004 (vol 56 pp. 655)

Tao, Xiangxing; Wang, Henggeng
 On the Neumann Problem for the SchrÃ¶dinger Equations with Singular Potentials in Lipschitz Domains We consider the Neumann problem for the Schr\"odinger equations $-\Delta u+Vu=0$, with singular nonnegative potentials $V$ belonging to the reverse H\"older class $\B_n$, in a connected Lipschitz domain $\Omega\subset\mathbf{R}^n$. Given boundary data $g$ in $H^p$ or $L^p$ for $1-\epsilon Keywords:Neumann problem, SchrÃ¶dinger equation, Lipschitz, domain, reverse HÃ¶lder class,$H^p$spaceCategories:42B20, 35J10 2. CJM 2000 (vol 52 pp. 381) Miyachi, Akihiko  Hardy Space Estimate for the Product of Singular Integrals$H^p$estimate for the multilinear operators which are finite sums of pointwise products of singular integrals and fractional integrals is given. An application to Sobolev space and some examples are also given. Keywords:$H^p\$ space, multilinear operator, singular integral, fractional integration, Sobolev spaceCategory:42B20

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