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Two-Valued Probability Measure on the Pontryagin Space: There is no two-valued probability measure on the real Hilbert space of dimension three. In the paper we present
Linear spaces with probability measures, ultraproducts and contiguityThe ultraproducts of measurable linear spaces with probability measure are considered. We study
О началах аксиоматизации эвентологииElements of eventologic axiomatics are offered. Eventology [1], a new direction of probability
Kochen-Specker Theorem in Krein Space three-dimensional Krein space there exists unique two-valued probability measure.
Средневероятное событие для множества событийIn this paper, we present an eventological model of a mean probability event for a set of events
Probability measure on conjugation logics© 2014, Springer Basel. In the paper we describe probability measures on the conjugation logics
An application of the Ryll-Nardzewski-Woyczyński theorem to a uniform weak law for tail series of weighted sums of random elements in Banach spacesFor a sequence of Banach space valued random elements {Vn,n≥1} (which are not necessarily
Probability measures in W* J-algebras in Hilbert spaces with conjugation in a complex Hubert space H with conjugation J. Denote by P the quantum logic of all J
Fuzzy logic application approach in control of automatic spacecraft systems, have recently determined an increased need for control systems with as much as possible universal
Linear spaces with probability measures, ultraproducts and contiguityThe ultraproducts of measurable linear spaces with probability measure are considered. We study
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