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programma

Workshop Anabelian Number Theory and Geometry

December 3, 4 and 5,  2001                       

Lorentz Center                                     Leiden  University

 

   Program

 

I           Anabelian number theory:  the Neukirch-Uchida theorem

 

II          The anabelian Grothendieck conjecture for affine curves

            (following Nakamura and Tamagawa)

 

III         The anabelian Grothendieck conjecture for curves over

            sub-p-adic fields (following Mochizuki)                      

 

 

Monday December  3                  Room  201

 

 

10.00     Welcome coffee/tea and biscuits in Common Room

11.15-12.15  Frans Oort

             The Grothendieck anabelian conjectures

12.30-13.30  Lunch

13.30-14.30  Peter Stevenhagen

             Ia: Anabelian results for number fields

14.30-15.00  Coffee/tea

15.00-16.00  Frits Beukers

             IIa: Grothendieck's conjecture for punctured projective lines

 

 

Tuesday December  4                  Room  207

 

 

09.30   Coffee/tea in Common Room

10.00-11.00  Gunther Cornelissen

             IIIa: Introduction and first reduction steps

11.00-11.30  Coffee/tea

11.30-12.30  Bart de Smit

             Ib: The local correspondance

12.30-13.30  Lunch

14.00-15.00  Richard Groenewegen

             Ic: Construction of the isomorphism

15.00-15.30  Coffee/tea

15.30-16.30  Jaap Top

             IIb: Grothendieck's conjecture for affine curves (1)

16.30   Wine and Cheese Party in Common Room

 

 

Wednesday December  5            Room  226

 

 

09.30   Coffee/tea in Common Room

10.00-11.00  Marius van der Put

             IIc: Grothendieck's conjecture for affine curves (2)

11.00-11.30  Coffee/tea

11.30-12.30  Torsten Wedhorn

             IIIb: Hodge-Tate structures

12.3-13.30   Lunch

14.00-15.00  Ben Moonen

             IIIc: Convergence and end of the proof by Mochizuki

 

End of workshop



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