AbstractWe study and characterize the integral multilinear operators on a product of C(K) spaces in terms of the representing polymeasure of the operator. Some applications are given. In particular, we characterize the Borel polymeasures that can be extended to a measure in the product σ-algebra, generalizing previous results for bimeasures. We also give necessary conditions for the weak compactness of the extension of an integral multilinear operator on a product of C(K) spaces
Abstract. We obtain a classification of the projective tensor product of C(K) spaces according to th...
We present a constructive technique to represent classes of bilinear operators that allow a factoriz...
This paper deals with bilinear operators acting in pairs of Banach function spaces that factor throu...
Abstract. We study and characterize the integral multilinear operators on a product of C(K) spaces i...
Every continuous k-linear operator from a product C(K1) × · · · × C(Kk) into a Banach space X (Ki be...
AbstractWe study and characterize the integral multilinear operators on a product of C(K) spaces in ...
summary:We use polymeasures to characterize when a multilinear form defined on a product of $C(K,X)$...
Abstract. Given a k-linear operator T from a product of C(K) spaces into a Banach space X, our main ...
This paper deals with multilinear operators acting in products of Banach spaces that factor through ...
Abstract. We present a Riesz type representation theorem for multilinear operators defined on the pr...
These notes deal with the extension of multilinear operators on Banach spaces. The organization of t...
Abstract. Given Banach spaces X, Y and a compact Hausdorff space K, we use polymeasures to give nece...
AbstractWe consider the classes of “Grothendieck-integral” (G-integral) and “Pietsch-integral” (P-in...
Abstract. We consider the classes of “Grothendieck-integral ” (G-inte-gral) and “Pietsch-integral ” ...
summary:Given Banach spaces~ $X$, $Y$ and a compact Hausdorff space~ $K$, we use polymeasures to giv...
Abstract. We obtain a classification of the projective tensor product of C(K) spaces according to th...
We present a constructive technique to represent classes of bilinear operators that allow a factoriz...
This paper deals with bilinear operators acting in pairs of Banach function spaces that factor throu...
Abstract. We study and characterize the integral multilinear operators on a product of C(K) spaces i...
Every continuous k-linear operator from a product C(K1) × · · · × C(Kk) into a Banach space X (Ki be...
AbstractWe study and characterize the integral multilinear operators on a product of C(K) spaces in ...
summary:We use polymeasures to characterize when a multilinear form defined on a product of $C(K,X)$...
Abstract. Given a k-linear operator T from a product of C(K) spaces into a Banach space X, our main ...
This paper deals with multilinear operators acting in products of Banach spaces that factor through ...
Abstract. We present a Riesz type representation theorem for multilinear operators defined on the pr...
These notes deal with the extension of multilinear operators on Banach spaces. The organization of t...
Abstract. Given Banach spaces X, Y and a compact Hausdorff space K, we use polymeasures to give nece...
AbstractWe consider the classes of “Grothendieck-integral” (G-integral) and “Pietsch-integral” (P-in...
Abstract. We consider the classes of “Grothendieck-integral ” (G-inte-gral) and “Pietsch-integral ” ...
summary:Given Banach spaces~ $X$, $Y$ and a compact Hausdorff space~ $K$, we use polymeasures to giv...
Abstract. We obtain a classification of the projective tensor product of C(K) spaces according to th...
We present a constructive technique to represent classes of bilinear operators that allow a factoriz...
This paper deals with bilinear operators acting in pairs of Banach function spaces that factor throu...
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