The authors prove the saturation and log-concavity conjectures for Fibonacci and Pell families of Markov polynomials and propose new conjectures about their coefficients and entropy.
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Arithmetic and geometry of Markov polynomials
The authors prove the saturation and log-concavity conjectures for Fibonacci and Pell families of Markov polynomials and propose new conjectures about their coefficients and entropy.