[Liste-CICMA] SÉMINAIRE QUÉBEC-VERMONT NUMBER THEORY (20/04/2017, Ehud De Shalit, Kestutis Cesnavicius)

Guillermo Martinez-Zalce martinez at crm.umontreal.ca
Tue Apr 18 13:58:47 EDT 2017


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SÉMINAIRE QUÉBEC-VERMONT NUMBER THEORY

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DATE :
Le jeudi 20 avril 2017 / Thursday, April 20, 2017

HEURE / TIME :
10 h 30 - 12 h / 10:30 a.m. - 12:00 p.m.

CONFERENCIER(S) / SPEAKER(S) :
Ehud De Shalit (Hebrew University)

TITRE / TITLE :
Invariant norms on p-adic representations

LIEU / PLACE :
McGill University, Burnside Hall salle BH920



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DATE :
Le jeudi 20 avril 2017 / Thursday, April 20, 2017

HEURE / TIME :
14 h - 15 h 30 / 2:00 p.m. - 3:30 p.m.

CONFERENCIER(S) / SPEAKER(S) :
Kestutis Cesnavicius (Berkeley)

TITRE / TITLE :
The Manin constant in the semistable case

LIEU / PLACE :
Concordia University, Library Building, 9th floor, room LB 921-4

RESUME / ABSTRACT :
For an optimal modular parametrization J_0(n) --->> E of an elliptic curve E over Q of conductor n, Manin conjectured the agreement of two natural Z-lattices in the Q-vector space H^0(E, Omega^1). Multiple authors generalized his conjecture to higher dimensional newform quotients. We will discuss the semistable cases of the Manin conjecture and of its generalizations using a technique that establishes general relations between the integral p-adic etale and de Rham cohomologies of abelian varieties over p-adic fields.

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Responsable(s) :
Henri Darmon (darmon at math.mcgill.ca)
Eyal Z. Goren (eyal.goren at mcgill.ca)
Chantal David (cdavid at mathstat.concordia.ca)
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