Computational Methods in Algebra, D-modules, Representation Theory and Optimization

   PI1: Francisco J. Castro Jiménez
PI2: Mercedes Rosas Celis

Abstract: The project deals with applications of Computer Algebra Methods to D-module theory and singularities, Representation and invariant theory, algebraic combinatoric, Lie, Leibniz and Malcev algebras and integer programming.  

Partners: Centro Informático Científico de Andalucía (CICA), The Singular Group (TUK Kaiserslautern), Addlink Software Científico SL. 

Implied entities: U. Seville, U. Loyola Andalucia, U. Siegen, U. of Massachussets (Amherst), U. d’Angers, U. Wien, Kobe University, U. of Warwick, York University (Toronto).

iMAT research line:   RL11. Algebra, Geometry and Topology    

Researchers:

Emmanuel Briand
Manuel Ceballos González
M.C. Fernández Fernández
Jesús Gago Vargas
Isabel Hartillo Hermoso
Juan Núñez Valdés
J.M.Ucha Enríquez
Mohammed Barakat
Laura Colmenarejo Hernando
Michel Granger
Herwig Hauser
David Mond
Nobuki Takayama
Mike Zabrocki