Families of spectral sets for Bernoulli convolutions

Mathematics – Operator Algebras

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25 pages, same results

Scientific paper

In this paper, we study the harmonic analysis of Bernoulli measures. We show
a variety of orthonormal Fourier bases for the L^2 Hilbert spaces corresponding
to certain Bernoulli measures, making use of contractive transfer operators.
For other cases, we exhibit maximal Fourier families that are not orthonormal
bases.

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