This paper is concerned with the problem of best weighted simultaneous approximations to totally bounded sequences in Banach spaces. Characterization results from convex sets in Banach spaces are established under the assumption that the Banach space is uniformly smooth.National Natural Science Foundation of ChinaProgram for New Century Excellent Talent in UniversityDirección General de Investigación Científica y TécnicaJunta de Andalucí
In this paper first we give two different definitions for best simultaneous $%L_{\text{p }}$ approxi...
AbstractLet G be a reflexive subspace of the Banach space E and let Lp(I,E) denote the space of all ...
Let X be Hausdorff topological vector space and f be a real valued continuous function on X: In this...
AbstractThe present paper is concerned with the problem of weighted best simultaneous approximations...
AbstractIn this paper we consider the problem of simultaneous approximation of a subset F of a Banac...
AbstractFor a general class of best simultaneous approximation problems, characterization and unique...
AbstractWe characterize best simultaneous approximation from convex sets, in terms of onesided Gatea...
AbstractThe problem is considered of best approximation of finite number of functions simultaneously...
AbstractSome recent results concerning characterization and uniqueness for a class of simultaneous a...
In this thesis we consider the problem of simultaneously approximating elements of a set B C X by a ...
Submitted by D. Khavinson The present paper is concerned with the problem of weighted best simultane...
AbstractWe present a unifying characterisation theory for best simultaneous approximation of a set o...
AbstractIn this paper we discuss the problem of weighted simultaneous Chebyshev approximation to fun...
AbstractA family in a linear space is to be simultaneously approximated by a finite-dimensional line...
AbstractThe present work is concerned with the uniqueness problem of best simultaneous approximation...
In this paper first we give two different definitions for best simultaneous $%L_{\text{p }}$ approxi...
AbstractLet G be a reflexive subspace of the Banach space E and let Lp(I,E) denote the space of all ...
Let X be Hausdorff topological vector space and f be a real valued continuous function on X: In this...
AbstractThe present paper is concerned with the problem of weighted best simultaneous approximations...
AbstractIn this paper we consider the problem of simultaneous approximation of a subset F of a Banac...
AbstractFor a general class of best simultaneous approximation problems, characterization and unique...
AbstractWe characterize best simultaneous approximation from convex sets, in terms of onesided Gatea...
AbstractThe problem is considered of best approximation of finite number of functions simultaneously...
AbstractSome recent results concerning characterization and uniqueness for a class of simultaneous a...
In this thesis we consider the problem of simultaneously approximating elements of a set B C X by a ...
Submitted by D. Khavinson The present paper is concerned with the problem of weighted best simultane...
AbstractWe present a unifying characterisation theory for best simultaneous approximation of a set o...
AbstractIn this paper we discuss the problem of weighted simultaneous Chebyshev approximation to fun...
AbstractA family in a linear space is to be simultaneously approximated by a finite-dimensional line...
AbstractThe present work is concerned with the uniqueness problem of best simultaneous approximation...
In this paper first we give two different definitions for best simultaneous $%L_{\text{p }}$ approxi...
AbstractLet G be a reflexive subspace of the Banach space E and let Lp(I,E) denote the space of all ...
Let X be Hausdorff topological vector space and f be a real valued continuous function on X: In this...