AbstractLet (ei) be a fundamental system of a Banach space. We consider the problem of approximating linear combinations of elements of this system by linear combinations using quantized coefficients. We will concentrate on systems which are possibly redundant. Our model for this situation will be frames in Banach spaces
AbstractAdditive bijections Φ:A→B, which compress the spectrum between two unital, standard operator...
AbstractWe give new sharper estimations for the retraction constant in some Banach spaces
AbstractWe show that, in certain situations, we have lineability in the set of bounded linear and no...
AbstractSome equalities for frames involving the real parts of some complex numbers have been recent...
In 2012, Găvruţa introduced the notions of K-frame and of atomic system for a linear bounded operato...
AbstractLet A denote a real linear transformation on Cn which is symmetric and positive-definite rel...
AbstractLet X be a topological space and let F be a filter on N, recall that a sequence (xn)n∈N in X...
AbstractThis paper addresses the construction of wavelet frames as an application of the modern theo...
In this paper, using a frame of subspaces we transform an operator equation to an equivalent `2-prob...
AbstractA class of operators is investigated which results from certain boundary and transmission pr...
AbstractThe approximate solution of a system for variational inequality with different mapping in Hi...
AbstractLet X and Y be given Banach spaces. For A∈B(X), B∈B(Y) and C∈B(Y,X), let MC be the operator ...
AbstractAssume ψ∈L2(Rd) has Fourier transform continuous at the origin, with ψˆ(0)=1, and that ∑l∈Zd...
We introduce a new class of nonlinear mappings, the class of phi-strongly quasi-accretive operators ...
In this work, approximation properties of matrix transforms constructed via the Fourier and Faber se...
AbstractAdditive bijections Φ:A→B, which compress the spectrum between two unital, standard operator...
AbstractWe give new sharper estimations for the retraction constant in some Banach spaces
AbstractWe show that, in certain situations, we have lineability in the set of bounded linear and no...
AbstractSome equalities for frames involving the real parts of some complex numbers have been recent...
In 2012, Găvruţa introduced the notions of K-frame and of atomic system for a linear bounded operato...
AbstractLet A denote a real linear transformation on Cn which is symmetric and positive-definite rel...
AbstractLet X be a topological space and let F be a filter on N, recall that a sequence (xn)n∈N in X...
AbstractThis paper addresses the construction of wavelet frames as an application of the modern theo...
In this paper, using a frame of subspaces we transform an operator equation to an equivalent `2-prob...
AbstractA class of operators is investigated which results from certain boundary and transmission pr...
AbstractThe approximate solution of a system for variational inequality with different mapping in Hi...
AbstractLet X and Y be given Banach spaces. For A∈B(X), B∈B(Y) and C∈B(Y,X), let MC be the operator ...
AbstractAssume ψ∈L2(Rd) has Fourier transform continuous at the origin, with ψˆ(0)=1, and that ∑l∈Zd...
We introduce a new class of nonlinear mappings, the class of phi-strongly quasi-accretive operators ...
In this work, approximation properties of matrix transforms constructed via the Fourier and Faber se...
AbstractAdditive bijections Φ:A→B, which compress the spectrum between two unital, standard operator...
AbstractWe give new sharper estimations for the retraction constant in some Banach spaces
AbstractWe show that, in certain situations, we have lineability in the set of bounded linear and no...