Pages that link to "Item:Q2501653"

The following pages link to A group-theoretic characterization of the space obtained by omitting the coordinate hyperplanes from the complex Euclidean space. II (Q2501653):

Displaying 8 items.

• A group-theoretic characterization of the direct product of a ball and punctured planes (Q625597) (← links)
• On automorphisms of complements of analytic subsets in \({\mathbb{C}}^ n\) (Q914005) (← links)
• A remark on a theorem by Kodama and Shimizu (Q942980) (← links)
• An intrinsic characterization of the direct product of balls (Q965074) (← links)
• A group-theoretic characterization of the space obtained by omitting the coordinate hyperplanes from the complex Euclidean space (Q1431081) (← links)
• A group-theoretic characterization of the Fock-Bargmann-Hartogs domains (Q2179709) (← links)
• An intrinsic characterization of the unit polydisc (Q2519159) (← links)
• Standardization of certain compact group actions and the automorphism group of the complex Euclidean space (Q5451470) (← links)