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- Ahlfors_theory abstract "Ahlfors theory is a mathematical theory invented by Lars Ahlfors as a geometric counterpart of the Nevanlinna theory. Ahlfors was awarded one of the two very first Fields Medals for this theory in 1936.It can be considered as a generalization of the basic properties of covering maps to themaps which are "almost coverings" in some well defined sense. It applies to bordered Riemann surfaces equipped with conformal Riemannian metrics.".
- Ahlfors_theory wikiPageID "34351523".
- Ahlfors_theory wikiPageRevisionID "603832639".
- Ahlfors_theory hasPhotoCollection Ahlfors_theory.
- Ahlfors_theory subject Category:Meromorphic_functions.
- Ahlfors_theory type Abstraction100002137.
- Ahlfors_theory type Function113783816.
- Ahlfors_theory type MathematicalRelation113783581.
- Ahlfors_theory type MeromorphicFunctions.
- Ahlfors_theory type Relation100031921.
- Ahlfors_theory comment "Ahlfors theory is a mathematical theory invented by Lars Ahlfors as a geometric counterpart of the Nevanlinna theory. Ahlfors was awarded one of the two very first Fields Medals for this theory in 1936.It can be considered as a generalization of the basic properties of covering maps to themaps which are "almost coverings" in some well defined sense. It applies to bordered Riemann surfaces equipped with conformal Riemannian metrics.".
- Ahlfors_theory label "Ahlfors theory".
- Ahlfors_theory sameAs m.0h_d59q.
- Ahlfors_theory sameAs Q4695186.
- Ahlfors_theory sameAs Q4695186.
- Ahlfors_theory sameAs Ahlfors_theory.
- Ahlfors_theory wasDerivedFrom Ahlfors_theory?oldid=603832639.
- Ahlfors_theory isPrimaryTopicOf Ahlfors_theory.