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Divergence conditions for Riesz means of Rademacher functions. The Rademacher functions can be regarded as independent random variables on the specific probability space
On τ-essentially Invertibility of τ-measurable Operators algebra of operators on a Hilbert space and τ be a faithful normal semifinite trace on ℳ. Let I
Impulsive control problems under borel measurability. The concept of extension itself does not change so far, as the space of Borel measures yet suffices
The Operational Model of Quantum Measurement of Kuryshkin-Wodkiewicz measurements as an example of using this method. It involves the quantum probability distribution function P q
On the Systems of Finite Weights on the Algebra of Bounded Operators and Corresponding Translation Invariant Measures© 2019, Pleiades Publishing, Ltd. We describe the class of translation invariant measures
L1 -space for a positive operator affiliated with von Neumann algebra linear functionals on von Neumann algebra, and represent L1-type space as a space of continuous linear
Construction of optimal ideal spaces for cones of nonnegative functionsThe problem of constructing an optimal ideal space for a given cone is considered. To solve
Finding control policy for one discrete-time Markov chain on [0, 1] with a given invariant measure and the given invariant measure on [0, 1] is minimal. Since there is no reward function in this problem, it does
Lower bounds for one-way probabilistic communication complexity and their application to space complexity-error and bounded-error error probabilistic communication protocols for boolean functions. The lower bounds
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