Guillaume Saes, Stéphane Seuret
Published 2020-11-20Version 1
In this paper, we determine the almost sure multifractal spectrum of a class of random functions constructed as sums of pulses with random dilations and translations. In addition, the continuity modulii of these functions is investigated.
Characterization of p-exponents by continuous wavelet transforms, applications to the multifractal analysis of sum of random pulses
Constructing self-similar subsets within the fractal support of LWS for their multifractal analysis
Multifractal Analysis of inhomogeneous Bernoulli products
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