Add to ORKGAbstract: We construct a computable Banach space which possesses a Schauder basis, but does not possess any computable Schauder basis
AbstractFive open problems are presented. The framework for these problems is the notion of a “compu...
In this article, Müntz spaces M Λ , C of continuous functions supplied with the absolute m...
AbstractThis paper studies Schauder frames in Banach spaces, a concept which is a natural generaliza...
We construct a computable Banach space which possesses a Schauder basis, but does not possess any co...
AbstractWe construct a computable Banach space which possesses a Schauder basis, but does not posses...
Countable basis is similar to the usual (Hamel) basis of a vector space; the di�erence is that Hamel...
Concerning basis in a Banach space, a characterization for a weak basis to be a Schauder basis is gi...
J. Schauder introduced the notion of basis in a Banach space in 1927. If a Banach space ha...
A basic problem of interest in connection with the study of Schauder frames in Banach spaces is that...
AbstractWe prove in this paper the existence of a Schauder basis for C[0, 1] consisting of rational ...
By using some generalized Riemann integrals instead of ordinary sums and multiplication systems of B...
Abstract. Tree basis in Banachs spaces, which are Schauder basis spaces with nice “tree projections”...
From the beginning of the study of spaces in functional analysis, bases have been an indispensable t...
AbstractLet E be an infinite-dimensional non-archimedean Fréchet space which is not isomorphic to an...
We develop some parts of the frame theory in Banach spaces from the point of view of Computable Anal...
AbstractFive open problems are presented. The framework for these problems is the notion of a “compu...
In this article, Müntz spaces M Λ , C of continuous functions supplied with the absolute m...
AbstractThis paper studies Schauder frames in Banach spaces, a concept which is a natural generaliza...
We construct a computable Banach space which possesses a Schauder basis, but does not possess any co...
AbstractWe construct a computable Banach space which possesses a Schauder basis, but does not posses...
Countable basis is similar to the usual (Hamel) basis of a vector space; the di�erence is that Hamel...
Concerning basis in a Banach space, a characterization for a weak basis to be a Schauder basis is gi...
J. Schauder introduced the notion of basis in a Banach space in 1927. If a Banach space ha...
A basic problem of interest in connection with the study of Schauder frames in Banach spaces is that...
AbstractWe prove in this paper the existence of a Schauder basis for C[0, 1] consisting of rational ...
By using some generalized Riemann integrals instead of ordinary sums and multiplication systems of B...
Abstract. Tree basis in Banachs spaces, which are Schauder basis spaces with nice “tree projections”...
From the beginning of the study of spaces in functional analysis, bases have been an indispensable t...
AbstractLet E be an infinite-dimensional non-archimedean Fréchet space which is not isomorphic to an...
We develop some parts of the frame theory in Banach spaces from the point of view of Computable Anal...
AbstractFive open problems are presented. The framework for these problems is the notion of a “compu...
In this article, Müntz spaces M Λ , C of continuous functions supplied with the absolute m...
AbstractThis paper studies Schauder frames in Banach spaces, a concept which is a natural generaliza...