The Gleason’s Problem on F(p,q,s) Type Spaces in the Unit Ball of $$\mathbf{C^{n}}$$Cn
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DOI: 10.1007/s11785-017-0743-8
Abstract: In this paper, the authors prove that the Gleason’s problem is solvable on the logarithm weight general function spaces F(p,q,s,k) in the unit ball $$B\subset \mathbf{C^{n}}$$B⊂Cn. read more here.
Keywords: unit ball; spaces unit; gleason problem;
Solvability of the Gleason Problem on a Class of Bounded Pseudoconvex Domains
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DOI: 10.1007/s11785-022-01236-5
Abstract: A BSTRACT . We show that if a bounded pseudoconvex domain satisfies the solvability of the bounded ∂ problem, then the ideal of bounded holomorphic functions vanishing at a point α in the domain is… read more here.
Keywords: pseudoconvex; pseudoconvex domains; solvability gleason; gleason problem ... See more keywords