Geometry


My line of work in geometry is the study of the topology of complex algebraic, Kähler and symplectic manifolds.

My doctoral thesis was supervised by Dr. Vicente Navarro Aznar. Get it here as a zipped ps file (863 Kb) (Warning: ps file is 9.4 Mb long when unzipped).

I am a member of the Geometry and Topology research group at UPC, Barcelona, Spain, and a regular collaborator of the Seminari de Geometria Algebraica de Barcelona and the Seminario Gesta on symplectic topology with algebraic techniques, held mostly in Madrid, Spain.


Publications





Fundamental Groups of Compact Kähler Manifolds
Jaume Amorós, Marc Burger, Kevin Corlette, Dieter Kotschick, Domingo Toledo
Mathematical Surveys and Monographs, vol. 44. American Mathematical Society 1996.

On the Malcev completion of Kähler groups
Jaume Amorós
Comentarii Mathematici Helvetici 71 (1996) 192-212.
PostScript (201 Kb), zipped version (74 Kb).

On the Number of Defining Relations for Nonfibered Kaehler Groups
Jaume Amorós, Ingrid Bauer
International Journal of Mathematics 11 (2000) 285-290.
PostScript (378 Kb), Zipped version(78 Kb).

Symplectic Lefschetz fibrations with arbitrary fundamental groups
Jaume Amorós, Fedor A. Bogomolov, Ludmil Katzarkov, Tony Pantev, with an appendix by Ivan Smith
Journal of  Differential Geometry 54 (2000) 489-545.
PostScript (1090 Kb), Zipped version(276 Kb).


For links related to geometry, go to the link page.

http://www-ma1.upc.es/amoros/geometry.html
Last updated on 9 January 2002.