Add to ORKGWe consider some orthomodular posets which are not lattices and the Gleason-type theorems for signed measures on them. © 1995 Plenum Publishing Corporation
AbstractLet Tn, n = 1,2,… be a sequence of linear contractions on the space where is a finite measur...
AbstractGleason's theorem states that any totally additive measure on the closed subspaces, or proje...
We consider the Horn-Tarski condition for the extension of (signed) measures (resp., non-negative ...
We consider some orthomodular posets which are not lattices and the Gleason-type theorems for signed...
We prove an analog of the famous Gleason theorem for additive functions on the orthomodular poset of...
AbstractLet M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call...
Let M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call a mappi...
An analog to the Gleason theorem for measures on logics of projections in indefinite metric spaces i...
Charges μ taking values in a field F and defined on orthomodular partially ordered sets (logics) of ...
© 2016, Pleiades Publishing, Ltd.We study measures on orthoideals in the set of projections in von N...
The famous Gleason's Theorem gives a characterization of measures on lattices of subspaces of ...
Notions of orthosummability and sigma-orthosummability are defined for orthoalgebras. It is shown th...
SummaryA relatively orthocomplemented lattice L is a lattice in which every interval is an orthocomp...
Abstract. We present a method of constructing an orthomodular poset from a relation algebra. This te...
AbstractLet Tn, n = 1,2,… be a sequence of linear contractions on the space where is a finite measur...
AbstractGleason's theorem states that any totally additive measure on the closed subspaces, or proje...
We consider the Horn-Tarski condition for the extension of (signed) measures (resp., non-negative ...
We consider some orthomodular posets which are not lattices and the Gleason-type theorems for signed...
We prove an analog of the famous Gleason theorem for additive functions on the orthomodular poset of...
AbstractLet M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call...
Let M be a von Neumann algebra and Mn be the set of all orthogonal projections in M. We call a mappi...
An analog to the Gleason theorem for measures on logics of projections in indefinite metric spaces i...
Charges μ taking values in a field F and defined on orthomodular partially ordered sets (logics) of ...
© 2016, Pleiades Publishing, Ltd.We study measures on orthoideals in the set of projections in von N...
The famous Gleason's Theorem gives a characterization of measures on lattices of subspaces of ...
Notions of orthosummability and sigma-orthosummability are defined for orthoalgebras. It is shown th...
SummaryA relatively orthocomplemented lattice L is a lattice in which every interval is an orthocomp...
Abstract. We present a method of constructing an orthomodular poset from a relation algebra. This te...
AbstractLet Tn, n = 1,2,… be a sequence of linear contractions on the space where is a finite measur...
AbstractGleason's theorem states that any totally additive measure on the closed subspaces, or proje...
We consider the Horn-Tarski condition for the extension of (signed) measures (resp., non-negative ...