Lebesgue structure of asymmetric Bernoulli convolution based on Jacobsthal–Lucas sequence
Volume: 28, Issue: 2, Pages: 123 - 130
Published: Jun 1, 2020
Abstract
We 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...
Paper Details
Title
Lebesgue structure of asymmetric Bernoulli convolution based on Jacobsthal–Lucas sequence
Published Date
Jun 1, 2020
Volume
28
Issue
2
Pages
123 - 130
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