On symmetries of 3-dimensional algebraic continued fractions
arXiv:2212.04758
Abstract
In this paper we prove in detail a criterion for an algebraic continued fraction to have a proper palindromic symmetry in dimension . We also present a new proof of the criterion for an algebraic continued fraction to have a proper cyclic palindromic symmetry in dimension . As a multidimensional generalization of continued fractions, we consider Klein polyhedra.
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