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- Value_distribution_theory_of_holomorphic_functions abstract "In mathematics, the value distribution theory of holomorphic functions is a division of mathematical analysis. It tries to get quantitative measures of the number of times a function f(z) assumes a value a, as z grows in size, refining the Picard theorem on behaviour close to an essential singularity. The theory exists for analytic functions (and meromorphic functions) of one complex variable z, or of several complex variables.In the case of one variable the term Nevanlinna theory, after Rolf Nevanlinna, is also common. The now-classical theory received renewed interest, when Paul Vojta suggested some analogies with the problem of integral solutions to Diophantine equations. These turned out to involve some close parallels, and to lead to fresh points of view on the Mordell conjecture and related questions.".
- Value_distribution_theory_of_holomorphic_functions wikiPageID "391950".
- Value_distribution_theory_of_holomorphic_functions wikiPageRevisionID "546097572".
- Value_distribution_theory_of_holomorphic_functions hasPhotoCollection Value_distribution_theory_of_holomorphic_functions.
- Value_distribution_theory_of_holomorphic_functions subject Category:Analytic_functions.
- Value_distribution_theory_of_holomorphic_functions subject Category:Meromorphic_functions.
- Value_distribution_theory_of_holomorphic_functions type Abstraction100002137.
- Value_distribution_theory_of_holomorphic_functions type AnalyticFunctions.
- Value_distribution_theory_of_holomorphic_functions type Function113783816.
- Value_distribution_theory_of_holomorphic_functions type MathematicalRelation113783581.
- Value_distribution_theory_of_holomorphic_functions type MeromorphicFunctions.
- Value_distribution_theory_of_holomorphic_functions type Relation100031921.
- Value_distribution_theory_of_holomorphic_functions comment "In mathematics, the value distribution theory of holomorphic functions is a division of mathematical analysis. It tries to get quantitative measures of the number of times a function f(z) assumes a value a, as z grows in size, refining the Picard theorem on behaviour close to an essential singularity.".
- Value_distribution_theory_of_holomorphic_functions label "Value distribution theory of holomorphic functions".
- Value_distribution_theory_of_holomorphic_functions sameAs m.022t6l.
- Value_distribution_theory_of_holomorphic_functions sameAs Q7912753.
- Value_distribution_theory_of_holomorphic_functions sameAs Q7912753.
- Value_distribution_theory_of_holomorphic_functions sameAs Value_distribution_theory_of_holomorphic_functions.
- Value_distribution_theory_of_holomorphic_functions wasDerivedFrom Value_distribution_theory_of_holomorphic_functions?oldid=546097572.
- Value_distribution_theory_of_holomorphic_functions isPrimaryTopicOf Value_distribution_theory_of_holomorphic_functions.