Institute of Mathematics Conferences, Sixth International Conference on Analytic Number Theory and Spatial Tessellations

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Lebesgue structure of asymmetric Bernoulli convolutions based on Jacobsthal–Lucas sequence
Dmytro Karvatsky

Building: Mykhailo Drahomanov National Pedagogical University
Room: Room C
Date: 2018-09-25 04:30 PM – 16:45
Last modified: 2018-09-22

Abstract


We study the problem of deepening the Jessen–Wintner theorem for asymmetric Bernoulli convolutions. In particular, we examine the Lebesgue structure of random incomplete sum of series whose terms are reciprocal to Jacobsthal–Lucas numbers.