Department: Matemáticas, Estadística e Investigación Operativa

Research institute: The Institute of Mathematics and Applications

Area: Algebra

Research group: Geometría Algebraica: singularidades e invariantes

Email: ergarcia@ull.es

Personal web: http://ergarcia.webs.ull.es

Área de investigación: Ciencias

Doctor by the Universidad de La Laguna with the thesis Invariants des singularités de courbes planes et courbure des fibres de Milnor 1996. Supervised by Dr. Bernard Teissier.

Professional category: Profesor Titular de Universidad. Academic training - Degree in Mathematics from the Universidad de La Laguna (July, 1991). - Doctor in Mathematics from the Universidad de La Laguna (July, 1996). - Doctor in Mathematics from the University of Paris 7 (June, 2000). Brief professional resume - Profesor asociado at the Universidad de La Laguna (1991-2004) - Marie Curie Scholar at the École Normale Supérieure in Paris (09-01-1996 to 02-28-1997). - Marie Curie fellow at the Institut de Mathématique de Jussieu in Paris (03-01-2000 to 02-28-2001). - ANECA Accreditation for Profesor Contratado Doctor (12-18-2003). - Profesora Contratada Doctora (2004-2009). - National Qualification for University Professor in the area of ​​Algebra (BOE 09-14-2007). - Professor of Algebra (2009-). Brief research curriculum - IP of the national research projects MTM2016-80659-P and PID2019-105896GB-I00. - Coordinator of the research group of the ULL Algebraic Geometry: singularities and invariants (http://webpages.ull.es/users/gasiull). - Member of the research group of the University of Valladolid SINGACOM (http://www.singacom.uva.es/) and of its national projects from 1991 to 2015. - Member of the SINGULAR thematic network (www.imus.us.es/ACT/Red_Singular). - Member of the thematic network Monoids and applications (www.ugr.es/~semigrupos/MyA/). - Co-director of the doctoral theses of Ana Belén de Felipe Paramio (2015) and Nancy Edith Saravia Molina (2018). Research lines - Algebraic Geometry - Singularities of plane curves, surfaces, quasi-ordinary and foliations. - Polar and discriminant varieties. - Semigroups.