Author:
Kan I. D.,Solovyov G. Kh.
Reference22 articles.
1. I. D. Kan, “Linear congruences in continued fractions on finite alphabets,” Math. Notes 103 (6), 911–918 (2018).
2. I. D. Kan and V. A. Odnorob, “Linear inhomogeneous congruences in continued fractions on finite alphabets,” Math. Notes 112 (3), 424–435 (2022).
3. N. M. Korobov, Trigonometric Sums and Their Applications (Nauka, Moscow, 1989) [in Russian].
4. J. Bourgain and A. Kontorovich, “On Zaremba’s conjecture,” Ann. of Math. (2) 180, 137–196 (2014).
5. D. A. Frolenkov and I. D. Kan, A Reinforcement of the Bourgain–Kontorovich’s Theorem by Elementary Methods, arXiv: 1207.4546 (2012).