Back to matchesWe found a matchYour institution may have access to this item. Find your institution then sign in to continue.TitleLebesgue structure of asymmetric Bernoulli convolution based on Jacobsthal–Lucas sequence.AuthorsPratsiovytyi, Mykola; Makarchuk, Oleg; Karvatsky, DmytroAbstractWe study the problem of deepening the Jessen–Wintner theorem for asymmetric Bernoulli convolutions. In particular, we investigate the Lebesgue structure of a random incomplete sum of series, whose terms are reciprocal to Jacobsthal–Lucas numbers.SubjectsMATHEMATICAL convolutions; RECIPROCALS (Mathematics); RANDOM variablesPublicationRandom Operators & Stochastic Equations, 2020, p123ISSN0926-6364Publication typeArticleDOI10.1515/rose-2020-2033