Kan, I. D.
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1

Modular Generalization of the Bourgain–Kontorovich Theorem:

Kan, I. D.
Mathematical Notes.  114 (2023)  5-6 - p. 785-796 , 2023
 
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5

Strengthening of the Bourgain–Kontorovich Theoremon Small V..:

Kan, I. D.
Functional Analysis and Its Applications.  56 (2022)  1 - p. 48-60 , 2022
 
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6

A strengthening of the Bourgain-Kontorovich method: three n..:

Kan, I. D.
Sbornik: Mathematics.  212 (2021)  7 - p. 921-964 , 2021
 
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7

Stationary points of the Minkowski function:

Gayfulin, D. R. ; Kan, I. D.
Sbornik: Mathematics.  212 (2021)  10 - p. 1347-1359 , 2021
 
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8

Inversions of Hölder's Inequality:

Kan, I. D. ; Odnorob, V. A.
Mathematical Notes.  110 (2021)  5-6 - p. 700-708 , 2021
 
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9

The derivative of the Minkowski function:

Gayfulin, D. R. ; Kan, I. D.
Izvestiya: Mathematics.  85 (2021)  4 - p. 621-665 , 2021
 
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11

Is Zaremba's conjecture true?:

Kan, I. D.
Sbornik: Mathematics.  210 (2019)  3 - p. 364-416 , 2019
 
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12

Differentiability of the Minkowski -function. III:

Kan, I. D.
Sbornik: Mathematics.  210 (2019)  8 - p. 1148-1178 , 2019
 
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13

Differentiability of the Minkowski function . II:

Kan, I. D.
Izvestiya: Mathematics.  83 (2019)  5 - p. 957-989 , 2019
 
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14

The effect of remote ischaemic preconditioning on cardiac a..:

Kaya, E. ; Mogol, Elif Basagan ; Bayraktar, S....
Journal of Cardiothoracic and Vascular Anesthesia.  32 (2018)  - p. S16 , 2018
 
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15

Linear Congruences in Continued Fractions on Finite Alphabe..:

Kan, I. D.
Mathematical Notes.  103 (2018)  5-6 - p. 911-918 , 2018
 
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