Un «Nullstellensatz» pour les fonctions holomorphes à croissance
Spectral study of holomorphic functions with bounded growth
This paper studies properties of a large class of algebras of holomorphic functions with bounded growth in several complex variables. The main result is useful in the applications. Using the symbolic calculus of L. Waelbroeck, it gives for instance a theorem of the “Nullstellensatz” type and approximation theorems.
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