DOIAbstract
AbstractWe show that a Riemann domain Ω over a symmetrically regular Banach space E admits holomorphic extension to pseudo-convex domains over E″ with respect to two natural spaces of holomorphic functions of bounded type on Ω
AbstractWe show that a Riemann domain Ω over a symmetrically regular Banach space E admits holomorphic extension to pseudo-convex domains over E″ with respect to two natural spaces of holomorphic functions of bounded type on Ω
Orientador: Jorge Tulio Mujica AscuiTese (doutorado) - Universidade Estadual de Campinas, Instituto ...
AbstractIn this article we show that the pointwise existence of a regulariser for holomorphic Fredho...
AbstractA Banach space E is said to be (symmetrically) regular if every continuous (symmetric) linea...
AbstractWe study the extension of holomorphic functions of bounded type defined on an open subset of...
AbstractWe show that a Riemann domain Ω over a symmetrically regular Banach space E admits holomorph...
AbstractFor a Banach space E, we prove that the Fréchet space Hb(E) is the strong dual of an (LB)-sp...
We study the relationships between preduals of spaces of holomorphic functions of bounded type and p...
AbstractLet Ω be a regular domain in the complex plane C, Ω≠C. Let Gb(Ω) be the linear space over C ...
AbstractWe consider a strictly convex domain D⊂Cn and m holomorphic functions, φ1,…, φm, in a domain...
We give several extensions to unbounded domains of the following classical theorem of H. Cartan: A b...
AbstractWe show that several spaces of holomorphic functions on a Riemann domain over a Banach space...
AbstractWe study the extension of holomorphic functions of bounded type defined on an open subset of...
We discuss interrelations between $H^{\infty}$-convex domains and $H^{\infty}$-domains of holo morph...
In this paper we prove that any f ∈ Hp (M) (1≦ p < ∞ ) can be extended to a function in Hp (D) when ...
In this paper we prove that any f ∈ Hp (M) (1≦ p < ∞ ) can be extended to a function in Hp (D) when ...
Orientador: Jorge Tulio Mujica AscuiTese (doutorado) - Universidade Estadual de Campinas, Instituto ...
AbstractIn this article we show that the pointwise existence of a regulariser for holomorphic Fredho...
AbstractA Banach space E is said to be (symmetrically) regular if every continuous (symmetric) linea...
AbstractWe study the extension of holomorphic functions of bounded type defined on an open subset of...
AbstractWe show that a Riemann domain Ω over a symmetrically regular Banach space E admits holomorph...
AbstractFor a Banach space E, we prove that the Fréchet space Hb(E) is the strong dual of an (LB)-sp...
We study the relationships between preduals of spaces of holomorphic functions of bounded type and p...
AbstractLet Ω be a regular domain in the complex plane C, Ω≠C. Let Gb(Ω) be the linear space over C ...
AbstractWe consider a strictly convex domain D⊂Cn and m holomorphic functions, φ1,…, φm, in a domain...
We give several extensions to unbounded domains of the following classical theorem of H. Cartan: A b...
AbstractWe show that several spaces of holomorphic functions on a Riemann domain over a Banach space...
AbstractWe study the extension of holomorphic functions of bounded type defined on an open subset of...
We discuss interrelations between $H^{\infty}$-convex domains and $H^{\infty}$-domains of holo morph...
In this paper we prove that any f ∈ Hp (M) (1≦ p < ∞ ) can be extended to a function in Hp (D) when ...
In this paper we prove that any f ∈ Hp (M) (1≦ p < ∞ ) can be extended to a function in Hp (D) when ...
Orientador: Jorge Tulio Mujica AscuiTese (doutorado) - Universidade Estadual de Campinas, Instituto ...
AbstractIn this article we show that the pointwise existence of a regulariser for holomorphic Fredho...
AbstractA Banach space E is said to be (symmetrically) regular if every continuous (symmetric) linea...
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