6533b7d7fe1ef96bd1268fac
RESEARCH PRODUCT
Vector-valued meromorphic functions
Manuel MaestreEnrique JordáJosé Bonetsubject
Discrete mathematicsCompact spaceGeneral MathematicsProduct (mathematics)Regular polygonConvex setCountable setCharacterization (mathematics)Complete metric spaceMeromorphic functionMathematicsdescription
A locally complete locally convex space E satisfies that every weakly meromorphic function defined on an open subset of \( \mathbb{C} \) with values in E is meromorphic if and only if E does not contain a countable product of copies of \( \mathbb{C} \). A characterization of locally complete spaces in the spirit of known characterizations of the (metric) convex compactness property is also given.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2002-11-01 |