Add to ORKGa locally compact Hausdorff space. In this paper we show that every bounded I/-valued vector measure p defined on S is, in a Certain sense, a projection of a bounded orthogonally scattered vector measure p ' defined on S with values in a Iarger Hilbert space H'
In the paper we present two results for measures on projections in a W *-algebra of type I2. First, ...
Let M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call a mappi...
The presentation’s topic is related to analysis on nonnormed and/or nonmetriz-able locally convex sp...
SummaryA relatively orthocomplemented lattice L is a lattice in which every interval is an orthocomp...
AbstractHilbert space valued measures of certain kinds are shown to be projections of orthogonally s...
Abstract. We give a necessary and sufficient condition for a measure µ on the real line to be an ort...
AbstractBanach space valued T-orthogonally scattered measures admitting a R-N derivative are charact...
AbstractLet X be a completely regular Hausdorff space and Cb(X) be the space of all real-valued boun...
AbstractLet M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call...
Let E be a spectal measure on a ring of sets E,.with values in the set of projection operators in a ...
Let ℋ be a Hilbert space with an inner product (.,.)ℋ. In Jajte, R., and Paszkiewicz, A. (1978, Vect...
Contains fulltext : mmubn000001_155602705.pdf (publisher's version ) (Open Access)...
Abst rac t Let R be a ring of subsets of a nonempty set R and C(R) the Banach space of uniform limit...
AbstractCharacterizations are given of those Fréchet spaces E such that every compact subset of E li...
An explicit representation of the topological dual of the inductive limit space H4 generated by a co...
In the paper we present two results for measures on projections in a W *-algebra of type I2. First, ...
Let M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call a mappi...
The presentation’s topic is related to analysis on nonnormed and/or nonmetriz-able locally convex sp...
SummaryA relatively orthocomplemented lattice L is a lattice in which every interval is an orthocomp...
AbstractHilbert space valued measures of certain kinds are shown to be projections of orthogonally s...
Abstract. We give a necessary and sufficient condition for a measure µ on the real line to be an ort...
AbstractBanach space valued T-orthogonally scattered measures admitting a R-N derivative are charact...
AbstractLet X be a completely regular Hausdorff space and Cb(X) be the space of all real-valued boun...
AbstractLet M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call...
Let E be a spectal measure on a ring of sets E,.with values in the set of projection operators in a ...
Let ℋ be a Hilbert space with an inner product (.,.)ℋ. In Jajte, R., and Paszkiewicz, A. (1978, Vect...
Contains fulltext : mmubn000001_155602705.pdf (publisher's version ) (Open Access)...
Abst rac t Let R be a ring of subsets of a nonempty set R and C(R) the Banach space of uniform limit...
AbstractCharacterizations are given of those Fréchet spaces E such that every compact subset of E li...
An explicit representation of the topological dual of the inductive limit space H4 generated by a co...
In the paper we present two results for measures on projections in a W *-algebra of type I2. First, ...
Let M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call a mappi...
The presentation’s topic is related to analysis on nonnormed and/or nonmetriz-able locally convex sp...