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А.А. Грушо, A. Grusho, Елена Тимонина, Elena Timonina (2006)
Некоторые связи между дискретными статистическими задачами и свойствами вероятностных мер на топологических пространствах@@@Some relations between discrete statistical problems and properties of probability measures on topological spaces, 18
J. Neveu, A. Feinstein, R. Fortet (1965)
Mathematical foundations of the calculus of probability
A. Grusho, N. Grusho, E. Timonina (2010)
Problems of Modeling in the Analysis of Covert Channels
G. Simmons (1983)
The Prisoners' Problem and the Subliminal Channel
N. Bourbaki (2003)
Elements of mathematics : algebra
In this paper, we continue our studies concerning consistent sequences of tests in discrete probabilistic statistical schemes. We introduce the concept of a ‘‘prohibition’’ in a discrete probabilistic scheme and give a series of examples where ‘‘prohibitions’’ arise. In statistical problems, tests exist whose critical sets are completely determined by means of ‘‘prohibitions.’’ We find necessary and sufficient conditions for existence of consistent sequences of tests in discrete schemes where all critical sets are defined by means of ‘‘prohibitions.’’
Discrete Mathematics and Applications – de Gruyter
Published: Jul 1, 2011
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