Note on a construction of unbounded measures on a nonseparable Hilbert space quantum logic
Holland’s theorem for pseudo-effect algebras
We give two variations of the Holland representation theorem for -groups and of its generalization of Glass for directed interpolation po-groups as groups of automorphisms of a linearly ordered set or of an antilattice, respectively. We show that every pseudo-effect algebra with some kind of the Riesz decomposition property as well as any pseudo -algebra can be represented as a pseudo-effect algebra or as a pseudo -algebra of automorphisms of some antilattice or of some linearly ordered set.
Signed states on a logic
On a sum of observables in a logic
Lorenzen's theorem for pseudo-effect algebras
Remarks on representation of fuzzy quantum posets
Professor Sylvia Pulmannová
On some properties of transformations of a logic
States on unital partially-ordered groups
We study states on unital po-groups which are not necessarily commutative as normalized positive real-valued group homomorphisms. We show that in contrast to the commutative case, there are examples of unital po-groups having no state. We introduce the state interpolation property holding in any Abelian unital po-group, and we show that it holds in any normal-valued unital -group. We present a connection among states and ideals of po-groups, and we describe extremal states on the state space of...
Academician Štefan Schwarz (1914--1996)
On two problems of quantum logics
Prof. RNDr. Beloslav Riečan, DrSc.---spiritus mathematicus Slovakiensis
Book Reviews
States on pseudo-effect algebras with general comparability
On -joint distribution
On convergences of signed states
On extension properties for observables
Prof. RNDr. Ladislav Mišík, DRSC. 10.05.1921--18.06.2001
Book Reviews
Gleason theorem for signed measures with infinite values
Page 1 Next