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Currently displaying 1 – 20 of 25

Order by Relevance | Title | Year of publication

A universal convex set in Euclidean space

Grząślewicz, Ryszard — 1980

Abstracta. 8th Winter School on Abstract Analysis

A class of Banach lattices and positive operators

Grząślewicz, Ryszard — 1984

Proceedings of the 12th Winter School on Abstract Analysis

Density theorems for measurable transformations

Grzaślewicz, Ryszard — 1981

Abstracta. 9th Winter School on Abstract Analysis

On the representation of norm attaining positive operators on $L^{p} [0, 1]$

Grząślewicz, Ryszard — 1984

Proceedings of the 11th Winter School on Abstract Analysis

On isometric domains of positive operators on orlicz spaces

Grząślewicz, Ryszard — 1982

Proceedings of the 10th Winter School on Abstract Analysis

A note on extreme contractions on $ℓ_{p}$ -spaces

Grzaslewicz, Ryszard — 1981

Portugaliae mathematica

Extreme positive contractions on the Hilbert space

Grzaslewicz, Ryszard — 1989

Portugaliae mathematica

Extreme Norms on ...

Ryszard Grzaslewicz — 1990

Monatshefte für Mathematik

Exposed Points of the Unit Ball of ...(H).

Ryszard Grzaslewicz — 1986

Mathematische Zeitschrift

Faces in the Unit Ball of the Dual of L (Rn).

Ryszard Grzaslewicz — 1985

Mathematische Annalen

Extreme Contractions on Real Hilbert Spaces.

Ryszard Grzaslewicz — 1982

Mathematische Annalen

On isometric domains of positive operators on $L^{p}$ -spaces

Ryszard Grząślewicz — 1987

Colloquium Mathematicae

A universal convex set in Euclidean space

Ryszard Grząślewicz — 1981

Colloquium Mathematicae

Density theorems for measurable transformations

Ryszard Grząślewicz — 1984

Colloquium Mathematicae

Extreme operators on 2-dimensional $l_{p}$ -spaces

Ryszard Grząślewicz — 1981

Colloquium Mathematicae

Extreme symmetric norms on $R^{2}$

Ryszard Grząślewicz — 1988

Colloquium Mathematicae

Each operator in L (l,l) (1 ≤ r < p < ∞) is compact.

Ryszard Grzaslewicz — 1997

Collectanea Mathematica

It is known that each bounded operator from l → lis compact. The purpose of this paper is to present a very simple proof of this useful fact.

Symmetric stochastic matrices with given row sums.

Ryszard Grzaslewicz — 1990

Revista Matemática de la Universidad Complutense de Madrid

Characterizations of extreme infinite symmetric stochastic matrices with respect to arbitrary non-negative vector r are given.

On positive operator-valued continuous maps

Ryszard Grzaślewicz — 1996

Commentationes Mathematicae Universitatis Carolinae

In the paper the geometric properties of the positive cone and positive part of the unit ball of the space of operator-valued continuous space are discussed. In particular we show that $ext-ray C_{+} (K, ℒ (H)) = {ℝ_{+} 1_{{k_{0}}} 𝐱 \otimes 𝐱 : 𝐱 \in 𝐒 (H), k_{0} is an isolated point of K}$ $ext 𝐁_{+} (C (K, ℒ (H))) = s-ext 𝐁_{+} (C (K, ℒ (H))) = {f \in C (K, ℒ (H) : f (K) \subset ext 𝐁_{+} (ℒ (H))}$ . Moreover we describe exposed, strongly exposed and denting points.

Vertices in $ℒ (H)$

Ryszard Grzaślewicz — 1997

Acta Universitatis Carolinae. Mathematica et Physica

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