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- Behnke–Stein_theorem abstract "In mathematics, especially several complex variables, the Behnke–Stein theorem states that a union of an increasing sequence (i.e., ) of domains of holomorphy is again a domain of holomorphy.This is related to the fact that an increasing union of pseudoconvex domains is pseudoconvex and so it can be proven using that fact and the solution of the Levi problem. Though historically this theorem was in fact used to solve the Levi problem.".
- Behnke–Stein_theorem wikiPageID "21663799".
- Behnke–Stein_theorem wikiPageRevisionID "569346998".
- Behnke–Stein_theorem id "6061".
- Behnke–Stein_theorem title "Behnke-Stein theorem".
- Behnke–Stein_theorem subject Category:Several_complex_variables.
- Behnke–Stein_theorem subject Category:Theorems_in_complex_analysis.
- Behnke–Stein_theorem comment "In mathematics, especially several complex variables, the Behnke–Stein theorem states that a union of an increasing sequence (i.e., ) of domains of holomorphy is again a domain of holomorphy.This is related to the fact that an increasing union of pseudoconvex domains is pseudoconvex and so it can be proven using that fact and the solution of the Levi problem. Though historically this theorem was in fact used to solve the Levi problem.".
- Behnke–Stein_theorem label "Behnke–Stein theorem".
- Behnke–Stein_theorem sameAs Behnke%E2%80%93Stein_theorem.
- Behnke–Stein_theorem sameAs Q4880958.
- Behnke–Stein_theorem sameAs Q4880958.
- Behnke–Stein_theorem wasDerivedFrom Behnke–Stein_theorem?oldid=569346998.