1 citations · 1 across the 2 of their papers we have counts for
2 papers
math.AG2001★ 1 cited
Classes de cycles en cohomologie rigide
Petrequin Denis
We define the rigid homology. The trace morphism in rigid cohomology define by duality the cycle class in rigid homology. We verify the compatibility of this classes with rationnal…
math.AG2001
Classes de Chern en cohomologie rigide
Petrequin Denis
In this paper, I construct Chern classes in the rigid cohomology of P. Berthelot. We start by constructing Chern classes for proper varieties. To prove all the properties we have t…