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math.NT2016
Root sets of polynomials and power series with finite choices of coefficients
Simon Baker, Han Yu
Given two natural objects to study are the set of zeros of polynomials with coefficients in , $$\{z\in \mathbb{C}: \exists k>0,\, \exists (a_n)\in H^{k+1…
math.NT2016
On periodic representations in non-Pisot bases
Simon Baker, Zuzana Masáková, Edita Pelantová +1
We study periodic expansions in positional number systems with a base $β\in\C,\ |β|>1$, and with coefficients in a finite set of digits $\A\subset\C.$ We are interested in determin…