L-Functions and Algebraic Varieties. A conference in memory of Alexey Zykin

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ЖУРНАЛЫ ПЕРСОНАЛИИ ОРГАНИЗАЦИИ КОНФЕРЕНЦИИ СЕМИНАРЫ ВИДЕОТЕКА ПАКЕТ AMSBIB

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L-Functions and Algebraic Varieties. A conference in memory of Alexey Zykin
(5–9 февраля 2018 г., Moscow Independent University, 11 Bolshoi Vlassievsky per., Moscow)

Zeta and L-functions are the basic example of a family of functions arising in many mathematical fields: number theory, algebraic geometry, group theory, graph theory, dynamical systems, partial differential equations...

The study of zeta and L-functions is transversal to the traditional subdivision into mathematical disciplines: algebra, analysis, topology, geometry, combinatorics are all needed to resolve the arising problems. The most famous mathematical enigma, the Riemann hypothesis, generalized to many zeta functions, is the key to numerous mathematical questions.

The focus of the conference will be on the most recent advances in the study of algebraic varieties and L-functions with a focus on those arising from algebraic geometry. We hope to help the specialists in remote fields, in particular geometers and analytic number theorists to exchange their knowledge and experience.

Website:

https://anrglobes.math.cnrs.fr/2018Lfct/index.html

Организационный комитет
Горчинский Сергей Олегович
Лебак Филипп
Нечаев Сергей Константинович
Рыбаков Сергей Юрьевич
Хиндри Марк
Цфасман Михаил Анатольевич

Организации
Независимый Московский университет
Междисциплинарный научный центр им. Ж.-В. Понселе
Институт проблем передачи информации им. А. А. Харкевича Российской академии наук, г. Москва
Лаборатория алгебраической геометрии и ее приложений, Национальный исследовательский университет «Высшая школа экономики», г. Москва
Факультет математики, Национальный исследовательский университет «Высшая школа экономики», г. Москва


*L-Functions and Algebraic Varieties. A conference in memory of Alexey Zykin, Moscow, 5–9 февраля 2018 г.*

	*5 февраля 2018 г. (пн)*

1.	Upper bounds on L(1, $\chi$) taking into account a finite set of prime ideals Stephane Louboutin 5 февраля 2018 г. 11:00–12:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


2.	Measures Corresponding to Curves and Abelian Varietes М. А. Цфасман 5 февраля 2018 г. 12:30–13:30, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


3.	Integral points on a family of elliptic curves М. Хиндри 5 февраля 2018 г. 15:00–16:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


4.	Density of rational points on elliptic surfaces Julie Desjardins 5 февраля 2018 г. 16:30–17:30, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


	*6 февраля 2018 г. (вт)*

5.	Isogeny Graphs and Endomorphism Rings of Ordinary Abelian Varietes Gaetan Bisson 6 февраля 2018 г. 10:00–11:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


6.	Isogeny Graphs of Ordinary Abelian Surfaces and Endomorphism Rings Dimitar Jetchev 6 февраля 2018 г. 11:00–12:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


7.	Dense families of modular curves, prime numbers and uniform symmetric tensor rank of multiplication in certain finite fields Stephane Ballet 6 февраля 2018 г. 12:30–13:30, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


8.	Lenticulary of the poles of the dynamical zeta function of the beta-shift in Lehmer's problem and limit Mahler measures Jean-Louis Verger-Gaugry 6 февраля 2018 г. 15:00–16:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


9.	Equation with singular moduli: effective aspects Ю. Билу 6 февраля 2018 г. 16:30–17:30, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


	*7 февраля 2018 г. (ср)*

10.	Products of L-function Gautami Bhowmik 7 февраля 2018 г. 10:00–11:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


11.	Chebyshev's bias and the Chebotarev density theorem Florent Jouve 7 февраля 2018 г. 11:00–12:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


12.	Low-lying zeros of quadratic Dirichlet L-function: the transition Daniel Fiorilli 7 февраля 2018 г. 12:30–13:30, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


	*8 февраля 2018 г. (чт)*

13.	Adelic quotient groups on arithmetic surfaces Д. В. Осипов 8 февраля 2018 г. 11:00–12:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


14.	Harmonic analysis on discrete groups and analytic properties of zeta-functions of algebraic varieties А. Н. Паршин 8 февраля 2018 г. 12:30–13:30, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


15.	A Brauer-Siegel theorem for an Artin-Schreier family of elliptic curves Richard Griffon 8 февраля 2018 г. 14:30–15:30, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


16.	T. B. A Laurent Lafforgue 8 февраля 2018 г. 16:00–17:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


17.	Regulators of elliptic curves Fabien Pazuki 8 февраля 2018 г. 17:00–18:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


	*9 февраля 2018 г. (пт)*

18.	On the lower K-groups of an elliptic curve over a global field of positive characteristic Satoshi Kondo 9 февраля 2018 г. 11:00–12:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


19.	On M-function associated with modular forms Philippe Lebacque 9 февраля 2018 г. 12:30–13:30, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.


20.	Manin's conjecture for a class of singular hypersurfaces Jie Wu 9 февраля 2018 г. 15:00–16:00, Moscow, Moscow Independent University, 11 Bolshoi Vlassievsky per.

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