IST COURSES ON ALGEBRAIC GEOMETRY

 

                                                                                            

                                                              
                                                                                      Lisbon,  1- 4 February 2010


Lecturers:
                             
Lucia Caporaso (Università di Roma III, Italia)   
Eduardo Esteves (IMPA, Brasil)    
                      
                        


Course title:  
    


COMPACTIFICATIONS OF JACOBIANS
                          
Short abstract:      Jacobians play a major role in the theory of smooth algebraic curves. For singular curves their analogues are not compact. We will present the theory of compactifications
of Jacobians of singular curves, concentrating on nodal curves. Topics covered are: construction of compactifications, theta divisors, Abel maps, Brill-Noether theory and Torelli theorem.





The course  will consist of 8 lectures to be held Monday 1 to Thursday 4.  The first session will be held Monday 1 at 14h00m.


Timetable: to be defined


            Location:
                  Departamento de Matemática, Instituto Superior Técnico
                  Post Graduation Building




Support :              
            
              Centro de Análise Matemática, Geometria e Sistemas Dinâmicos.
                



Organization: Margarida Mendes Lopes ( mmlopes@math.ist.utl.pt)

------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------


   This  course is the fifth of a series (first series, second series, third series, fourth series) aimed at graduate students and researchers in the area of algebraic geometry and researchers of other areas.
   To register send an e-mail to the organizer. There is no registration fee and   no available funding for participants.

   For information about how to get to IST and related matters see the web page of a previous event