Add to ORKGLet X be a smooth and proper scheme over a perfect field k. Assume X lifts to a smooth scheme X ̃ over W (k). It was discovered by Grothendieck that the hypercohomology of the de Rham complex Ω· X̃/W (k
We discuss in some detail the algebraic notion of De Rham cohomology with compact supports for singu...
Let K be a field of characteristic zero, R = K[X1, ..., X-n]. Let A(n) (K) = K be the nth Weyl alge...
Abstract. The de Rham cohomology is a cohomology based on differential forms on a smooth manifold. I...
The goal of this work is to construct, for a smooth variety X over a perfect field k of finite chara...
AbstractWe prove that, for a smooth complete variety X over a perfect field,Hi(X,Zp(r))≅HomDcb(R)(1,...
This is the revised second edition of the well-received book by the first two authors. It offers a s...
This is the revised second edition of the well-received book by the first two authors. It offers a a...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2009.Includes bibliogr...
One way of formulating De Rham's theorem' smoothly in parameters' is to construct the De Rham cohomo...
54 pages.International audienceLet $k$ be a perfect field of characteristic $p > 0$, $W_n = W_n(k)$....
I will talk on a recent result and possible applications concerning the comparison between integral ...
ABSTRACT. Let ô:X! S be a finite type morphism of noetherian schemes. A smooth formal embedding of X...
AbstractLet k be an algebraically closed field of characteristic p>0, W the ring of Witt vectors ove...
The goal of this small note is to extend a result by Christopher Davis and David Zureick-Brown on th...
Abstract : let k be a finite field of characteristic p>0, W(k) the ring of Witt vectors of k, ...
We discuss in some detail the algebraic notion of De Rham cohomology with compact supports for singu...
Let K be a field of characteristic zero, R = K[X1, ..., X-n]. Let A(n) (K) = K be the nth Weyl alge...
Abstract. The de Rham cohomology is a cohomology based on differential forms on a smooth manifold. I...
The goal of this work is to construct, for a smooth variety X over a perfect field k of finite chara...
AbstractWe prove that, for a smooth complete variety X over a perfect field,Hi(X,Zp(r))≅HomDcb(R)(1,...
This is the revised second edition of the well-received book by the first two authors. It offers a s...
This is the revised second edition of the well-received book by the first two authors. It offers a a...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2009.Includes bibliogr...
One way of formulating De Rham's theorem' smoothly in parameters' is to construct the De Rham cohomo...
54 pages.International audienceLet $k$ be a perfect field of characteristic $p > 0$, $W_n = W_n(k)$....
I will talk on a recent result and possible applications concerning the comparison between integral ...
ABSTRACT. Let ô:X! S be a finite type morphism of noetherian schemes. A smooth formal embedding of X...
AbstractLet k be an algebraically closed field of characteristic p>0, W the ring of Witt vectors ove...
The goal of this small note is to extend a result by Christopher Davis and David Zureick-Brown on th...
Abstract : let k be a finite field of characteristic p>0, W(k) the ring of Witt vectors of k, ...
We discuss in some detail the algebraic notion of De Rham cohomology with compact supports for singu...
Let K be a field of characteristic zero, R = K[X1, ..., X-n]. Let A(n) (K) = K be the nth Weyl alge...
Abstract. The de Rham cohomology is a cohomology based on differential forms on a smooth manifold. I...