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Decompositions of the Hardy space H^1_z(Omega)

Lou, Z; Yang, Shou Zhi; Song, Dao Jin


We give a decomposition of the Hardy space ℋ1 z (Ω) into "div-curl" quantities for Lipschitz domains in ℝn . We also prove a decomposition of space ℋ1 z (Ω) into Jacobians det Du, u W 1,2 0 (Ω,ℝ2) for Ω in ℝ2. This partially answers a well-k

CollectionsANU Research Publications
Date published: 2005
Type: Journal article
Source: Acta Mathematica
DOI: 10.1007/s10114-004-0499-8


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