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Solution à croissance du second problème de Cousin dans n

Henri Skoda — 1971

Annales de l'institut Fourier

Étant donné une hypersurface X de n , on majore la croissance des fonctions entières définissant X . On en déduit qu’une fonction méromorphe f dans n s’écrit comme quotient de deux fonctions entières g et h , dont la croissance est liée à celle de  f .

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