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Mini-conference "Diophantine problems" in occasion of Prof. Nikolay Moshchevitin's 50 birthday, April 24 - April 25, Moscow, 2017.
Organizing committee:
- Oleg N. German (Russia)
- Andrei M. Raigorodskii (Russia)
Confirmed talks:
- Jinpeng An (China)
- Nicolas Chevallier (France)
- Arturas Dubickas (Lithuania)
- Yuri Nesterenko (Russia)
- Oleg German (Russia)
- Iskander Aliev (UK)
- Giedrius Alkauskas (Lithuania)
- Erez Nesharim (Israel)
- Sergei Konyagin (Russia)
- Attila Bérczes (Hungary)
- Dmitrii Gayfulin (Russia)
- Natalia Dyakova (Russia)
- Alexander Prikhodko (Russia)
Schedule:
DAY 1: 24.04.2017
10:30 - 11:10
Iskander Aliev “Sparse Solutions of Linear Diophantine Equations”
11:25 - 12:05
Nicolas Chevallier “Almost all sequences of best simultaneous Diophantine approximations are both regular and singular”
12:20 - 12:40
Natalia Dyakova “On badly approximable linear forms and isotropically winning property”
Lunch
15:00 - 15:40
Jinpeng An “Values of generalized binary quadratic forms at integral points”
15:55 - 16:35
Erez Nesharim “Diophantine approximation in positive characteristic and combinatorics of infinite matrices”
16:50 - 17:30
Sergei Konyagin “A construction of Schinzel-- many numbers in a short interval without small prime factors”
17:45 - 18:25
Yuri Nesterenko “Quasi-modular functions and transcendental numbers”
DAY 2: 25.04.2017
10:30 - 11.10
Attila Bérczes “Effective results for Diophantine equations over finitely generated domains”
11:25 - 12:05
Giedrius Alkauskas “The Minkowski question mark function, quasi-modular forms, and the Dedekind eta function”
12:20 - 12:50
Dmitriy Gayfulin “Attainable numbers and the Lagrange spectrum”
Lunch
15:10 - 15:40
Alexander Prikhodko “Diophantine problems around spectral invariants of dynamical systems, and self-similar quantum solitons”
Alexander Prikhodko “Diophantine problems around spectral invariants of dynamical systems, and self-similar quantum solitons”
15:55 - 16:35
Arturas Dubickas “On rational approximations to two irrational numbers”
16:50 - 17:30
Oleg German “Klein polyhedra as multidimensional analogue of continued fractions”
