Soulé, Christophe (1951-....)
Directeur de recherche CNRS à l’IHES. Professeur émérite depuis 2017
- Mathématiques
- Grenoble
- Arakelov Geometry and diophantine applications
- eem2017
- Géométrie d'Arakelov et applications diophantiennes
- arithmetic intersections
- Grenoble
- Arakelov Geometry and diophantine applications
- eem2017
- Géométrie d'Arakelov et applications diophantiennes
- arithmetic intersections
- Grenoble
- Arakelov Geometry and diophantine applications
- eem2017
- Géométrie d'Arakelov et applications diophantiennes
Vidéos
C. Soulé - Arithmetic Intersection (Part4)
Let X be a 2-dimensional, normal, flat, proper scheme over the integers. Assume ¯L and ¯M are two hermitian line bundles over X. Arakelov (and Deligne) defined a real number ¯L.¯M, the arithmetic
C. Soulé - Arithmetic Intersection (Part1)
Let X be a 2-dimensional, normal, flat, proper scheme over the integers. Assume ¯L and ¯M are two hermitian line bundles over X. Arakelov (and Deligne) defined a real number ¯L.¯M, the arithmetic
C. Soulé - Arithmetic Intersection (Part2)
Let X be a 2-dimensional, normal, flat, proper scheme over the integers. Assume ¯L and ¯M are two hermitian line bundles over X. Arakelov (and Deligne) defined a real number ¯L.¯M, the arithmetic
C. Soulé - Arithmetic Intersection (Part3)
Let X be a 2-dimensional, normal, flat, proper scheme over the integers. Assume ¯L and ¯M are two hermitian line bundles over X. Arakelov (and Deligne) defined a real number ¯L.¯M, the arithmetic