Pages that link to "Item:Q1576410"
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The following pages link to A conjecture of Globevnik-Stout and a theorem of Morera for a holomorphic chain (Q1576410):
Displaying 12 items.
- Non compact boundaries of complex analytic varieties in Hilbert spaces (Q490698) (← links)
- Propagation of boundary CR foliations and Morera type theorems for manifolds with attached analytic discs (Q876328) (← links)
- A Morera theorem for the boundary values of holomorphic functions in the unit ball in \(\mathbb C^ N\). (Q1414972) (← links)
- Multidimensional version of the boundary Morera theorem (Q1589082) (← links)
- The \(L^p\) CR Hartogs separate analyticity theorem for convex domains (Q1706098) (← links)
- Orthogonal testing families and holomorphic extension from the sphere to the ball (Q2332875) (← links)
- Parametric argument principle and its applications to CR functions and manifolds (Q2445915) (← links)
- CR foliations, the strip-problem and Globevnik-Stout conjecture (Q2499734) (← links)
- SEMIGLOBAL EXTENSION OF MAXIMALLY COMPLEX SUBMANIFOLDS (Q3110928) (← links)
- NON-COMPACT BOUNDARIES OF COMPLEX ANALYTIC VARIETIES (Q3435115) (← links)
- HARTOGS' SEPARATE ANALYTICITY THEOREM FOR <i>CR</i> FUNCTIONS (Q3442766) (← links)
- Sur la caractérisation du bord d'une chaîne holomorphe dans l'espace projectif (Q4488739) (← links)
