Add to ORKGIntroduction. Let X = j} be a countably infinite topo-logical space; then the space C*(X) of all bounded real-valued con-tinuous functions ƒ may be regarded as a space of sequences (ƒ(#1)i ƒ(#2), • • •). I t is well known [7, p. 54] that no regular (Toep-litz) matrix can sum all bounded sequences. On the other hand, i
AbstractLebesgue proved that every separately continuous function f:R×R→R is a pointwise limit of co...
AbstractWe establish here some inequalities between distances of pointwise bounded subsets H of RX t...
Abstract. A topological space X is a ΣΣ∗-space provided for every sequence 〈fn〉∞n=0 of continuous fu...
Let X = {x1, x2, ...} be a countably infinite topological space; then the space C*(X) of all bounded...
The goal of this thesis is to characterize the Average operator on Orlicz sequence spaces and to giv...
Let X be a compact metrizable space. Denote by C(X) the vector space of all continuous functions f: ...
Abstract. If ξ is a countable ordinal and (fk) a sequence of real-valued functions we define the rep...
This paper studies typical Banach and complete seminormed spaces of locally summable functions and t...
AbstractWe characterize order preserving continuous surjections between compact linearly ordered spa...
Abstract. A topological space X is a -space provided that, for every sequence hfni1n=0 of continuous...
This paper studies typical Banach and complete seminormed spaces of locally summable functions and t...
This paper studies typical Banach and complete seminormed spaces of locally summable functions and t...
Let X and Y be Banach spaces. A set of 1-summing operators from X into Y is said to be uniformly su...
Let X and Y be Banach spaces. A set of 1-summing operators from X into Y is said to be uniformly su...
Abstract—This paper proposes a new notion of typical sequences on a wide class of abstract alphabets...
AbstractLebesgue proved that every separately continuous function f:R×R→R is a pointwise limit of co...
AbstractWe establish here some inequalities between distances of pointwise bounded subsets H of RX t...
Abstract. A topological space X is a ΣΣ∗-space provided for every sequence 〈fn〉∞n=0 of continuous fu...
Let X = {x1, x2, ...} be a countably infinite topological space; then the space C*(X) of all bounded...
The goal of this thesis is to characterize the Average operator on Orlicz sequence spaces and to giv...
Let X be a compact metrizable space. Denote by C(X) the vector space of all continuous functions f: ...
Abstract. If ξ is a countable ordinal and (fk) a sequence of real-valued functions we define the rep...
This paper studies typical Banach and complete seminormed spaces of locally summable functions and t...
AbstractWe characterize order preserving continuous surjections between compact linearly ordered spa...
Abstract. A topological space X is a -space provided that, for every sequence hfni1n=0 of continuous...
This paper studies typical Banach and complete seminormed spaces of locally summable functions and t...
This paper studies typical Banach and complete seminormed spaces of locally summable functions and t...
Let X and Y be Banach spaces. A set of 1-summing operators from X into Y is said to be uniformly su...
Let X and Y be Banach spaces. A set of 1-summing operators from X into Y is said to be uniformly su...
Abstract—This paper proposes a new notion of typical sequences on a wide class of abstract alphabets...
AbstractLebesgue proved that every separately continuous function f:R×R→R is a pointwise limit of co...
AbstractWe establish here some inequalities between distances of pointwise bounded subsets H of RX t...
Abstract. A topological space X is a ΣΣ∗-space provided for every sequence 〈fn〉∞n=0 of continuous fu...