V. Baladi, Positive transfer operators and decay of correlations, Advanced Series in Nonlinear Dynamics, vol.16, 2000.

P. Erdös, On a family of symmetric Bernoulli convolutions, Amer. J. Math, vol.61, pp.974-975, 1939.

K. Falconer, Mathematical foundations and applications, 2003.

W. Feller, An introduction to probability theory and its applications, 1971.

D. Feng and K. Lau, Multifractal formalism for self-similar measures with weak separation condition, J. Math. Pures Appl, vol.92, pp.407-428, 2009.

J. Hutchinson, Fractals and self-similarity, Indiana U. J. of Math, vol.30, pp.713-747, 1981.

T. Kato, Perturbation theory for linear operators, Grundlehren der Mathematischen Wissenschaften, vol.132, 1976.

J. Li and T. Sahlsten, Trigonometric series and self-similar sets, 2019.

R. Lyons, Seventy years of Rajchman measures, Proceedings of the Conference in Honor of Jean-Pierre Kahane (Orsay, 1993), number Special Issue, pp.363-377, 1995.

J. Neunhäuserer, A family of exceptional parameters for non-uniform self-similar measures, Electron. Commun. Probab, vol.16, pp.192-199, 2011.

Y. Peres, W. Schlag, and B. Solomyak, Sixty years of Bernoulli convolutions, Fractal geometry and stochastics, vol.46, pp.39-65, 1998.

D. Ruelle, Statistical mechanics of one-dimensional lattice gas, Comm. Math. Phys, vol.9, pp.267-278, 1968.

R. Salem, A remarkable class of algebraic integers, proof of a conjecture by Vijayaraghavan, Duke Math. J, vol.11, pp.103-108, 1944.

R. Salem, Algebraic numbers and Fourier analysis. D. C. Heath and Co, 1963.

C. Siegel, Algebraic numbers whose conjugates lie in the unit circle, Duke Math. J, vol.11, pp.597-602, 1944.

B. Solomyak, Notes on Bernoulli convolutions. Fractal geometry and applications: a jubilee of Benoît Mandelbrot. Part, vol.1, pp.207-230, 2004.

B. Solomyak, Fourier decay for self-similar measures, 2019.

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