Por Alessandro Zilio (LJLL - Paris Diderot / University of Paris).

Por Francesca Dalbono (Università degli Studi di Palermo).

Por Dietmar Kröner (Albert-Ludwig-Universität Freiburg).

Por Hugo Beirão da Veiga (CMAFcIO e Università di Pisa).

Por José Oliveira (Universidade do Minho).

An Informal Workshop on Differential Equations and Algebraic Geometry (February 18th - February 22nd 2019).

Alin Bostan, INRIA
Duco van Straten, Mainz
Eric Delaygue, Lyon
Fernando Rodriguez Villegas, ICTP
Herwig Hauser, Viena
Julien Roques, Grenoble
Michael Wibmer, Notre Dame
Orlando Neto, Lisboa

An Informal Workshop on Differential Equations and Algebraic Geometry (January 28th - February 1st 2019).

First talk is an introductory talk by N. Katz.

The program is decided every day. This is an interactive workshop.

Nicholas Katz, Princeton
Antonio Rojas, Sevilla
Francisco Calderon, Sevilla
Herwig Hauser, Viena
Luis Narvaez, Sevilla
Orlando Neto, Lisboa
Pedro C. Silva, Lisboa

Por Vladimir I. Man'ko (Lebedev Institute, Russian Academy of Sciences).

Por José Oliveira (Universidade do Minho).

Por Juha Videman (CAMGSD, Instituto Superior Técnico).

Abstract: Stabilization of mixed finite element methods for saddle point problems is a well-established technique that allows one to use finite element spaces that do not satisfy the Babuska-Brezzi condition. They were introduced and analysed in 80’s by Hughes, Franca, Brezzi, Pitkäranta and others. The analysis has, however, suffered from the fact that full regularity of the exact solution needs to be assumed.