Add to ORKGA measure of weak noncompactness γU is defined in a Banach space X in terms of convex compactness. We obtain relationships between the measure γU(A) of a bounded set A in the Bochner space L1(μ,E) and two parameters Π(A) and Λ1(A) related, respectively, to uniform integrability and weak-tightness. The criterion for relative weak compactness in L1(μ,E) is recovered
Suppose that A is a uniform algebra on a compact set X and that ϕ: A → C is a nonzero multiplicative...
The notion of a measure of noncompactness turns out to be a very important and useful tool in many b...
The notion of a measure of noncompactness turns out to be a very important and useful tool in many b...
A measure of weak noncompactness \u3b3U is defined in a Banach space X in terms of convex compact...
A weak measure of noncompactness γU is defined in a Banach space in terms of convex compactness. We...
A weak measure of noncompactness \u3b3U is defined in a Banach space in terms of convex compactness....
In this thesis we study quantitative weak compactness in spaces (C(K), τp) and later in Banach space...
In this thesis we study quantitative weak compactness in spaces (C(K), τp) and later in Banach space...
The main topic of this thesis is the measures of weak non-compactness, which, in different ways, mea...
AbstractLet E be a Banach function space over a σ-finite measure space (Ω, Σ, μ), E′-the Köthe dual ...
AbstractMeasures of weak noncompactness are formulae that quantify different characterizations of we...
The authors consider for a bounded subset H of a Banach space E the De Blasi measure of weak noncomp...
The authors consider for a bounded subset H of a Banach space E the De Blasi measure of weak noncomp...
Abstract. A new measure of weak noncompactness is introduced. A log-arithmic convexity-type result o...
The authors consider for a bounded subset H of a Banach space E the De Blasi measure of weak noncomp...
Suppose that A is a uniform algebra on a compact set X and that ϕ: A → C is a nonzero multiplicative...
The notion of a measure of noncompactness turns out to be a very important and useful tool in many b...
The notion of a measure of noncompactness turns out to be a very important and useful tool in many b...
A measure of weak noncompactness \u3b3U is defined in a Banach space X in terms of convex compact...
A weak measure of noncompactness γU is defined in a Banach space in terms of convex compactness. We...
A weak measure of noncompactness \u3b3U is defined in a Banach space in terms of convex compactness....
In this thesis we study quantitative weak compactness in spaces (C(K), τp) and later in Banach space...
In this thesis we study quantitative weak compactness in spaces (C(K), τp) and later in Banach space...
The main topic of this thesis is the measures of weak non-compactness, which, in different ways, mea...
AbstractLet E be a Banach function space over a σ-finite measure space (Ω, Σ, μ), E′-the Köthe dual ...
AbstractMeasures of weak noncompactness are formulae that quantify different characterizations of we...
The authors consider for a bounded subset H of a Banach space E the De Blasi measure of weak noncomp...
The authors consider for a bounded subset H of a Banach space E the De Blasi measure of weak noncomp...
Abstract. A new measure of weak noncompactness is introduced. A log-arithmic convexity-type result o...
The authors consider for a bounded subset H of a Banach space E the De Blasi measure of weak noncomp...
Suppose that A is a uniform algebra on a compact set X and that ϕ: A → C is a nonzero multiplicative...
The notion of a measure of noncompactness turns out to be a very important and useful tool in many b...
The notion of a measure of noncompactness turns out to be a very important and useful tool in many b...