AbstractLet X be an open set in a Banach space G on which there is a Cp bump function with bounded derivatives. We present a complete characterization of local (i.e., support shrinking) linear operators T:Cp(X,E)→Cq(X,F), where E and F are Banach spaces
AbstractLet Σ be a σ-algebra of subsets of a non-empty set Ω. Let B(Σ) be the Banach lattice of all ...
Abstract. Let S be a locally compact space and let X be a Banach space. Let us consider the function...
Abstract. Let X be a completely regular Hausdorff space, and E and F be Banach spaces. Let Crc(X,E) ...
AbstractIn this note we construct a C∞-smooth, LFC (Locally depending on Finitely many Coordinates) ...
It is known that every locally defined operator acting between two Hölder spaces is a Nemytskii supe...
summary:The notion of functions dependent locally on finitely many coordinates plays an important ro...
We prove linear and non-linear lifting theorems for locally convex subspaces of $L\sb0,$ and we give...
summary:In this note we study some properties concerning certain copies of the classic Banach space ...
In this article we study the property (gab) for a bounded linear operator T ∈ L(X) on a Banach space...
Abstract. Banach-Steinhaus type results are established for se-quentially continuous operators and b...
AbstractCollectively compact sets of (linear) operators in Banach spaces have been studied and used ...
A Banach space operator Τ ∊ () satisfies a local growth condition of order for some positive integ...
Banach-Steinhaus type results are established for linear bounded operators between locally convex sp...
We consider a Banach space of finite-dimensional-Hilbert-space-valued functions on a sigma-finite me...
We establish uniform boundedness principle for pointwise bounded families of continuous linear opera...
AbstractLet Σ be a σ-algebra of subsets of a non-empty set Ω. Let B(Σ) be the Banach lattice of all ...
Abstract. Let S be a locally compact space and let X be a Banach space. Let us consider the function...
Abstract. Let X be a completely regular Hausdorff space, and E and F be Banach spaces. Let Crc(X,E) ...
AbstractIn this note we construct a C∞-smooth, LFC (Locally depending on Finitely many Coordinates) ...
It is known that every locally defined operator acting between two Hölder spaces is a Nemytskii supe...
summary:The notion of functions dependent locally on finitely many coordinates plays an important ro...
We prove linear and non-linear lifting theorems for locally convex subspaces of $L\sb0,$ and we give...
summary:In this note we study some properties concerning certain copies of the classic Banach space ...
In this article we study the property (gab) for a bounded linear operator T ∈ L(X) on a Banach space...
Abstract. Banach-Steinhaus type results are established for se-quentially continuous operators and b...
AbstractCollectively compact sets of (linear) operators in Banach spaces have been studied and used ...
A Banach space operator Τ ∊ () satisfies a local growth condition of order for some positive integ...
Banach-Steinhaus type results are established for linear bounded operators between locally convex sp...
We consider a Banach space of finite-dimensional-Hilbert-space-valued functions on a sigma-finite me...
We establish uniform boundedness principle for pointwise bounded families of continuous linear opera...
AbstractLet Σ be a σ-algebra of subsets of a non-empty set Ω. Let B(Σ) be the Banach lattice of all ...
Abstract. Let S be a locally compact space and let X be a Banach space. Let us consider the function...
Abstract. Let X be a completely regular Hausdorff space, and E and F be Banach spaces. Let Crc(X,E) ...
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