Departamento de Matemáticas UAM

  • Inicio
  • Inicio (2)
  • Presentación
  • Directorio
  • Organigrama
  • Intranet
  • Convocatoria de plazas
Mes anteior Día anterior
Anual
Mensual
Semanal
Diario
Buscar
Ir al mes específico
Día siguiente Mes siguiente
Anual Mensual Semanal Hoy Buscar Ir al mes específico
Seminario Teoría de Números

Seminario Teoría de Números

Title: ON KOLYVAGIN'S CONJECTURE AND THE BLOCH-KATO FORMULA FOR MODULAR FORMS


SPEAKER: Stefano Vigno (Università degli Studi Genova)

DATE & TIME: Tuesday, 18th June 2019 - 11:30

VENUE: Aula 420, Módulo 17, Dpto. de Matemáticas, UAM

ORGANISER: UAM - ICMAT

ABSTRACT: A few years ago, Wei Zhang proved (under certain assumptions) Kolyvagin's conjecture on the non-triviality of his system of cohomology classes built out of the Euler system of Heegner points on a rational elliptic curve. He also proved the p-part of the Birch and Swinnerton-Dyer formula in analytic rank one. In this talk I will describe an analogue of Kolyvagin's conjecture for Heegner cycles on Kuga-Sato varieties and state the p-part of the Bloch-Kato formula for higher (even) weight modular forms in analytic rank one. Time permitting, I will briefly sketch our strategy of proof of these results. This is joint work (in progress) with Matteo Longo and Daniele Masoero.

Localización DATE & TIME: Tuesday, 18th June 2019 - 11:30 VENUE: Aula 420, Módulo 17, Dpto. de Matemáticas, UAM ORGANISER: UAM -
CSS Valid | XHTML Valid | Top | + | - | reset
Copyright © Eximium 2025 All rights reserved. Custom Design by Youjoomla.com
Inicio