AbstractLet E and F be complex Banach Spaces, and let U be an open subset of E. The completed tensor product, B(U;C) ⊗^ɛ ⊆ H (U;F), is calculated, for various naturally arising subspaces B(U; C) of the space of holomorphic scalar valued functions on U, H(U; C), and for various natural topologies
This paper is devoted to study the space A(U) of all analytic functions on an open subset U of RN or...
AbstractLet O⊂C, O≠C, be an open set with simply connected components. In Theorem 1 we prove the exi...
Let E and F be complex Banach spaces and U E be an open balanced subset of E. H(U, F) denotes the v...
AbstractLet E and F be complex Banach Spaces, and let U be an open subset of E. The completed tensor...
Abstract: Let E and F be locally convex complex Hausdorff spaces, let U be a non-void open subset of...
AbstractLet H(E) be the space of complex valued holomorphic functions on a complex Banach space E. T...
Let H(U) denote the space of all holomorphic functions on an open subset U of a complex Fréchet spac...
AbstractWe prove that if U is a balanced Hb (U)-domain of holomorphy in Tsirelson's space then the s...
This paper studies the coincidence of the Tw and t$ topologies on the space of holomorphic functions...
AbstractLet U be an absolutely convex open subset of a complex barrelled (DF)-space E and let F be a...
summary:For $U$ a balanced open subset of a Fréchet space $E$ and $F$ a dual-Banach space we introd...
AbstractFor an open subset U of a locally convex space E, let (H(U),τ0) denote the vector space of a...
AbstractThe aim of the present article is to study the projective tensor product of a Fréchet space ...
Sejam E e F espaços de Banach complexos, e seja U um aberto em E. Neste trabalho estudamos os subesp...
AbstractLet U be an arbitrary absolutely convex open subset of a complex Banach space E and let F be...
This paper is devoted to study the space A(U) of all analytic functions on an open subset U of RN or...
AbstractLet O⊂C, O≠C, be an open set with simply connected components. In Theorem 1 we prove the exi...
Let E and F be complex Banach spaces and U E be an open balanced subset of E. H(U, F) denotes the v...
AbstractLet E and F be complex Banach Spaces, and let U be an open subset of E. The completed tensor...
Abstract: Let E and F be locally convex complex Hausdorff spaces, let U be a non-void open subset of...
AbstractLet H(E) be the space of complex valued holomorphic functions on a complex Banach space E. T...
Let H(U) denote the space of all holomorphic functions on an open subset U of a complex Fréchet spac...
AbstractWe prove that if U is a balanced Hb (U)-domain of holomorphy in Tsirelson's space then the s...
This paper studies the coincidence of the Tw and t$ topologies on the space of holomorphic functions...
AbstractLet U be an absolutely convex open subset of a complex barrelled (DF)-space E and let F be a...
summary:For $U$ a balanced open subset of a Fréchet space $E$ and $F$ a dual-Banach space we introd...
AbstractFor an open subset U of a locally convex space E, let (H(U),τ0) denote the vector space of a...
AbstractThe aim of the present article is to study the projective tensor product of a Fréchet space ...
Sejam E e F espaços de Banach complexos, e seja U um aberto em E. Neste trabalho estudamos os subesp...
AbstractLet U be an arbitrary absolutely convex open subset of a complex Banach space E and let F be...
This paper is devoted to study the space A(U) of all analytic functions on an open subset U of RN or...
AbstractLet O⊂C, O≠C, be an open set with simply connected components. In Theorem 1 we prove the exi...
Let E and F be complex Banach spaces and U E be an open balanced subset of E. H(U, F) denotes the v...
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