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Author ID: kan.igor-d Recent zbMATH articles by "Kan, Igor D."
Published as: Kan, I. D.; Kan, Igor D.; Kan, Igor’ D.
Documents Indexed: 37 Publications since 1991, including 6 Additional arXiv Preprints
Co-Authors: 10 Co-Authors with 17 Joint Publications
82 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

24 Publications have been cited 157 times in 53 Documents Cited by Year
A strengthening of a theorem of Bourgain-Kontorovich. II. Zbl 1371.11113
Frolenkov, Dmitrii A.; Kan, Igor D.
21
2014
Differentiability of the Minkowski question mark function. Zbl 1337.11007
Dushistova, Anna A.; Kan, Igor D.; Moshchevitin, Nikolay G.
16
2013
A strengthening of a theorem of Bourgain and Kontorovich. Zbl 1350.11006
Kan, I. D.; Frolenkov, D. A.
15
2014
A strengthening of a theorem of Bourgain and Kontorovich. IV. Zbl 1378.11076
Kan, Igor’ D.
13
2016
A strengthening of a theorem of Bourgain and Kontorovich. V. Zbl 1371.11114
Kan, Igor D.
11
2017
A strengthening of a theorem of Bourgain and Kontorovich. III. Zbl 1319.11047
Kan, I. D.
11
2015
Is Zaremba’s conjecture true? Zbl 1437.11010
Kan, I. D.
8
2019
Approximations to two real numbers. Zbl 1249.11064
Kan, Igor D.; Moshchevitin, Nikolay G.
8
2010
A refinement of the rule of comparing continuants. Zbl 0987.11005
Kan, I. D.
7
2000
Methods for estimating continuants. Zbl 1273.11110
Kan, I. D.
6
2012
A strengthening of the Bourgain-Kontorovich method: three new theorems. Zbl 1481.11073
Kan, I. D.
6
2021
A strengthening the one of a theorem of Bourgain-Kontorovich. Zbl 1469.11233
Kan, I. D.
5
2020
Frobenius problem for three arguments. Zbl 0919.11023
Kan, I. D.; Stechkin, B. S.; Sharkov, I. V.
4
1997
Inversion of the Cauchy-Bunyakovskii-Schwarz inequality. Zbl 1350.26034
Kan, Igor D.
4
2016
On a problem of Frobenius. Zbl 0941.11011
Kan, I. D.
3
1997
Differentiability of the Minkowski \(?(x)\)-function. III. Zbl 1457.11012
Kan, I. D.
3
2019
Differentiability of the Minkowski function \(?(x)\). II. Zbl 1457.11013
Kan, I. D.
3
2019
Strengthening of the Bourgain-Kontorovich theorem on small values of Hausdorff dimension. Zbl 1502.11085
Kan, I. D.
3
2022
Linear congruences in continued fractions on finite alphabets. Zbl 1439.11023
Kan, Igor D.
3
2018
Stationary points of the Minkowski function. Zbl 1492.11010
Gayfulin, D. R.; Kan, I. D.
2
2021
The derivative of the Minkowski function. Zbl 1527.11059
Gayfulin, D. R.; Kan, I. D.
2
2021
Quantitative generalizations of Niederreiter’s results on continued fractions. Zbl 1318.11099
Kan, I. D.; Krotkova, N. A.
1
2011
On Minkowski diagonal functions for two real numbers. Zbl 1296.11091
Kan, Igor D.; Moshchevitin, Nikolay G.; Chaika, Jonathan
1
2011
Linear inhomogeneous congruences in continued fractions on finite alphabets. Zbl 1504.11080
Kan, I. D.; Odnorob, V. A.
1
2022
Strengthening of the Bourgain-Kontorovich theorem on small values of Hausdorff dimension. Zbl 1502.11085
Kan, I. D.
3
2022
Linear inhomogeneous congruences in continued fractions on finite alphabets. Zbl 1504.11080
Kan, I. D.; Odnorob, V. A.
1
2022
A strengthening of the Bourgain-Kontorovich method: three new theorems. Zbl 1481.11073
Kan, I. D.
6
2021
Stationary points of the Minkowski function. Zbl 1492.11010
Gayfulin, D. R.; Kan, I. D.
2
2021
The derivative of the Minkowski function. Zbl 1527.11059
Gayfulin, D. R.; Kan, I. D.
2
2021
A strengthening the one of a theorem of Bourgain-Kontorovich. Zbl 1469.11233
Kan, I. D.
5
2020
Is Zaremba’s conjecture true? Zbl 1437.11010
Kan, I. D.
8
2019
Differentiability of the Minkowski \(?(x)\)-function. III. Zbl 1457.11012
Kan, I. D.
3
2019
Differentiability of the Minkowski function \(?(x)\). II. Zbl 1457.11013
Kan, I. D.
3
2019
Linear congruences in continued fractions on finite alphabets. Zbl 1439.11023
Kan, Igor D.
3
2018
A strengthening of a theorem of Bourgain and Kontorovich. V. Zbl 1371.11114
Kan, Igor D.
11
2017
A strengthening of a theorem of Bourgain and Kontorovich. IV. Zbl 1378.11076
Kan, Igor’ D.
13
2016
Inversion of the Cauchy-Bunyakovskii-Schwarz inequality. Zbl 1350.26034
Kan, Igor D.
4
2016
A strengthening of a theorem of Bourgain and Kontorovich. III. Zbl 1319.11047
Kan, I. D.
11
2015
A strengthening of a theorem of Bourgain-Kontorovich. II. Zbl 1371.11113
Frolenkov, Dmitrii A.; Kan, Igor D.
21
2014
A strengthening of a theorem of Bourgain and Kontorovich. Zbl 1350.11006
Kan, I. D.; Frolenkov, D. A.
15
2014
Differentiability of the Minkowski question mark function. Zbl 1337.11007
Dushistova, Anna A.; Kan, Igor D.; Moshchevitin, Nikolay G.
16
2013
Methods for estimating continuants. Zbl 1273.11110
Kan, I. D.
6
2012
Quantitative generalizations of Niederreiter’s results on continued fractions. Zbl 1318.11099
Kan, I. D.; Krotkova, N. A.
1
2011
On Minkowski diagonal functions for two real numbers. Zbl 1296.11091
Kan, Igor D.; Moshchevitin, Nikolay G.; Chaika, Jonathan
1
2011
Approximations to two real numbers. Zbl 1249.11064
Kan, Igor D.; Moshchevitin, Nikolay G.
8
2010
A refinement of the rule of comparing continuants. Zbl 0987.11005
Kan, I. D.
7
2000
Frobenius problem for three arguments. Zbl 0919.11023
Kan, I. D.; Stechkin, B. S.; Sharkov, I. V.
4
1997
On a problem of Frobenius. Zbl 0941.11011
Kan, I. D.
3
1997

Citations by Year