Closed maximal ideals ideals in some Fréchet algebras of holomorphic functions

2019/03/26 by Meštrović, Romeo
#30H05 #46J15 #46J20 #FOS: Mathematics #Number Theory (math.NT)

paper · doi:10.48550/arxiv.1904.00995

Abstract

The space F^p (10 defined for f∈ F^q as \Vert f\Vert_q,c:=∑_n=0^∞\vert a_n\vertexp(-cn^1/(q+1) )1, F^p is the Fréchet envelope of the Privalov space N^p. In this paper, we extend our study of [32] on the structure of maximal ideals in the algebras F^p (1

Related

• A characterization of maximal ideals in the Fréchet algebras of holomorphic functions F^p (1
• A characterization of some prime ideals in certain F-algebras of holomorphic functions
• Topology of the Maximal Ideal Space of H^∞
• Oka Principle on the Maximal Ideal Space of \mathbf H^∞
• Topology of the Maximal Ideal Space of H^∞ Revisited