Add to ORKGTyt. z nagłówka.Bibliogr. s. 463-464.Dostępny również w formie drukowanej.ABSTRACT: Minimal and co-minimal projections in the space C[0, 1] are studied. We construct a minimal and co-minimal projection from C[0, 1] onto a subspace Y defined in the introduction. KEYWORDS: minimal projection, co-minimal projection
AbstractWe construct a two-dimensional subspace V ⊂ C(K) such that an interpolating projection on V ...
This paper deals with the structure of contractive and bi-contractive projections on spaces of conti...
AbstractFor the James-type space XFgenerated by a sequence of functions F={fn}n∈Nwe present a suffic...
Minimal and co-minimal projections in the space C[0, 1] are studied. We construct a minimal and co-m...
AbstractWe will construct a minimal and co-minimal projection from Lp([0,1]n) onto Lp([0,1]n1)+⋯+Lp(...
Niniejsza rozprawa doktorska poświęcona jest dwóm głównym problemom teorii projekcji minimalnych: zn...
AbstractLet X be a Banach space and Y a finite-dimensional subspace of X. Let P be a minimal project...
AbstractWe construct a minimal projectionP:X→V3, whereX=[1, t, t2, t|t|σ] andV3=[1, t, t2], for allσ...
AbstractLet X=(M(n, m), ‖·‖), where ‖·‖ fulfills Condition 0.3 and W=M(n, 1)+M(1, m). A formula for ...
AbstractThe main objective of this note is to exhibit a simple example of subspaces U⊂Lp(μ) (p≠2) th...
AbstractWe know that not all minimal projections in Lp(1<p<∞) are unique (see [B. Shekhtman, L. Skrz...
Let C be the space of real 27r-periodic continuous functions normed with the supremum norm. Let Pn d...
For the James type space XF generated by a sequence of functions F = ffng n2N (see Def.0.1) we pres...
Abstract. The condition number of a space, i.e. the least condition number of its bases, is investig...
AbstractX is a compact Hausdorff space and C(X) the Banach space of real-valued continuous functions...
AbstractWe construct a two-dimensional subspace V ⊂ C(K) such that an interpolating projection on V ...
This paper deals with the structure of contractive and bi-contractive projections on spaces of conti...
AbstractFor the James-type space XFgenerated by a sequence of functions F={fn}n∈Nwe present a suffic...
Minimal and co-minimal projections in the space C[0, 1] are studied. We construct a minimal and co-m...
AbstractWe will construct a minimal and co-minimal projection from Lp([0,1]n) onto Lp([0,1]n1)+⋯+Lp(...
Niniejsza rozprawa doktorska poświęcona jest dwóm głównym problemom teorii projekcji minimalnych: zn...
AbstractLet X be a Banach space and Y a finite-dimensional subspace of X. Let P be a minimal project...
AbstractWe construct a minimal projectionP:X→V3, whereX=[1, t, t2, t|t|σ] andV3=[1, t, t2], for allσ...
AbstractLet X=(M(n, m), ‖·‖), where ‖·‖ fulfills Condition 0.3 and W=M(n, 1)+M(1, m). A formula for ...
AbstractThe main objective of this note is to exhibit a simple example of subspaces U⊂Lp(μ) (p≠2) th...
AbstractWe know that not all minimal projections in Lp(1<p<∞) are unique (see [B. Shekhtman, L. Skrz...
Let C be the space of real 27r-periodic continuous functions normed with the supremum norm. Let Pn d...
For the James type space XF generated by a sequence of functions F = ffng n2N (see Def.0.1) we pres...
Abstract. The condition number of a space, i.e. the least condition number of its bases, is investig...
AbstractX is a compact Hausdorff space and C(X) the Banach space of real-valued continuous functions...
AbstractWe construct a two-dimensional subspace V ⊂ C(K) such that an interpolating projection on V ...
This paper deals with the structure of contractive and bi-contractive projections on spaces of conti...
AbstractFor the James-type space XFgenerated by a sequence of functions F={fn}n∈Nwe present a suffic...