This article is cited in 1 paper

Bernoulli distribution algebras with a single limit point

A. D. Yashunsky


Abstract: We consider systems of Boolean functions inducing algebras of Bernoulli distributions, whose universal set has a single limit point. We establish the necessary conditions of limit point uniqueness and we prove a criterion for generation of a distribution algebra with a unique limit point.

Keywords: random variable, Bernoulli distribution, Boolean function, limit point.

DOI: 10.20948/prepr-2018-135

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