The H^p Corona Theorem in Analytic Polyhedra¶
Boo, J. (1997). The H^p Corona Theorem in Analytic Polyhedra. Arkiv för Matematik.
Cited by¶
1 citation across 1 artifact.
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Domain-specific¶
- Hefer decomposition
- Coefficients \(G_j(w,z)\). They are holomorphic on \(\Omega\times\Omega\); their existence is asserted, but the theorem by itself does not choose a unique family or give the estimates an application may need.
This sourceOriginal full paper read for the corona example and its hypotheses.
- Coefficients \(G_j(w,z)\). They are holomorphic on \(\Omega\times\Omega\); their existence is asserted, but the theorem by itself does not choose a unique family or give the estimates an application may need.
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