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alexander shen
alexander shen
Directeur de recherche 2 cl., LIRMM, CNRS, University of Montpellier 2, France
Verified email at lirmm.fr - Homepage
Title
Cited by
Cited by
Year
Classical and quantum computation
AY Kitaev, A Shen, MN Vyalyi, MN Vyalyi
American Mathematical Soc., 2002
14922002
Inequalities for Shannon entropy and Kolmogorov complexity
D Hammer, A Romashchenko, A Shen, N Vereshchagin
Journal of Computer and System Sciences 60 (2), 442-464, 2000
2162000
Can an individual sequence of zeros and ones be random?
VA Uspenskii, AL Semenov, AK Shen
Russian Mathematical Surveys 45 (1), 121, 1990
1441990
Test martingales, Bayes factors and p-values
G Shafer, A Shen, N Vereshchagin, V Vovk
Statistical Science 26 (1), 84-101, 2011
1092011
Relations between varieties of Kolmogorov complexities
VA Uspensky, A Shen
Mathematical systems theory 29 (3), 271-292, 1996
1081996
Kolmogorov complexity and algorithmic randomness
A Shen, VA Uspensky, N Vereshchagin
American Mathematical Society, 2022
1012022
IP= SPACE: simplified proof
A Shen
Journal of the ACM (JACM) 39 (4), 878-880, 1992
941992
Complex tilings
B Durand, L Levin, A Shen
Proceedings of the thirty-third annual ACM symposium on Theory of computing …, 2001
832001
On the history of martingales in the study of randomness
L Bienvenu, G Shafer, A Shen
Electronic Journal for History of Probability and Statistics 5 (1), 1-40, 2009
802009
Языки и исчисления
Н Верещагин, А Шень
76*2000
Fixed-point tile sets and their applications
B Durand, A Romashchenko, A Shen
Journal of Computer and System Sciences 78 (3), 731-764, 2012
742012
The concept of (α, β)-stochasticity in the Kolmogorov sense, and its properties
AK Shen
Soviet Math. Dokl 28 (1), 295-299, 1983
671983
On relations between different algorithmic definitions of randomness
AK Shen
Soviet Mathematics Doklady 38, 316-319, 1989
641989
Effective closed subshifts in 1D can be implemented in 2D
B Durand, A Romashchenko, A Shen
Fields of logic and computation, 208-226, 2010
482010
Upper semi-lattice of binary strings with the relation “x is simple conditional to y”
A Chernov, A Muchnik, A Romashchenko, A Shen, N Vereshchagin
Theoretical Computer Science 271 (1-2), 69-95, 2002
47*2002
A constructive version of Birkhoffʼs ergodic theorem for Martin-Löf random points
L Bienvenu, AR Day, M Hoyrup, I Mezhirov, A Shen
Information and Computation 210, 21-30, 2012
462012
Algebra
IM Gelʹfand, A Shen
Springer Science & Business Media, 2003
452003
Logical operations and Kolmogorov complexity
A Shen, N Vereshchagin
Theoretical Computer Science 271 (1-2), 125-129, 2002
452002
Algorithmic tests and randomness with respect to a class of measures
L Bienvenu, P Gács, M Hoyrup, C Rojas, A Shen
Proceedings of the Steklov Institute of Mathematics 274 (1), 34-89, 2011
442011
Computable functions
NK Vereshchagin, A Shen
American Mathematical Soc., 2003
442003
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