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I. A. Tlyustangelov

Publications and source records attributed to I. A. Tlyustangelov.

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Proper symmetries of 3-dimensional continued fractions

In this work we prove a criterion for an algebraic continued fraction to have a proper palindromic symmetry in dimension $4$. As a multidimensional generalization of continued fractions, we consider Klein polyhedra.

math.NT↗