Add to ORKGdissertationNizio l proved a p-adic comparison isomorphism of semistable schemes via K-theory. In this paper, we generalize it to integral setting; to make the classical argument work, we need the Gysin map and Grothendieck-Riemann-Roch in the log crystalline setting, and we generalize the method of Berthelot, and Gillet-Messing, respectively
Let X be a noetherian scheme of finite Krull dimension, having 2 invertible in its ring of regular f...
In this note, we prove the logarithmic $p$-adic comparison theorem for open rigid analytic varieties...
In this thesis we prove a $p$-adic analogous of the Kulikov-Persson-Pinkham classification theorem f...
Let $p$ be a prime number and $K$ a complete discrete valuation field of characteristic $0$ with pe...
In this thesis, we study duality theorems for the relative logarithmic de Rham-Witt sheaves on semi-...
AbstractWe prove that suitably truncated topological log-syntomic-étale homotopy K-theory of proper ...
Since the very beginning of K-theory, operations like the lambda or the Adams operations played a cr...
78 pages; final version, to appear in Compositio MathematicaInternational audienceFor a proper, smoo...
This thesis is devoted to the study of semistability condition of type t=(a,b,c,N) decorated bundles...
In this article we prove a semistable version of the variational Tate conjecture for divisors in cry...
The purpose of this paper is to establish Hyodo--Kato theory with compact support for semistable sch...
dissertationIn this dissertation, we prove a characteristic p>0 analogue of the log terminal inversi...
International audienceWe compute syntomic cohomology of semistable affinoids in terms of cohomology ...
54 pages.International audienceLet $k$ be a perfect field of characteristic $p > 0$, $W_n = W_n(k)$....
Recently, Colmez and Nizioł proved a comparison theorem between arithmetic p-adic nearby cycles and ...
Let X be a noetherian scheme of finite Krull dimension, having 2 invertible in its ring of regular f...
In this note, we prove the logarithmic $p$-adic comparison theorem for open rigid analytic varieties...
In this thesis we prove a $p$-adic analogous of the Kulikov-Persson-Pinkham classification theorem f...
Let $p$ be a prime number and $K$ a complete discrete valuation field of characteristic $0$ with pe...
In this thesis, we study duality theorems for the relative logarithmic de Rham-Witt sheaves on semi-...
AbstractWe prove that suitably truncated topological log-syntomic-étale homotopy K-theory of proper ...
Since the very beginning of K-theory, operations like the lambda or the Adams operations played a cr...
78 pages; final version, to appear in Compositio MathematicaInternational audienceFor a proper, smoo...
This thesis is devoted to the study of semistability condition of type t=(a,b,c,N) decorated bundles...
In this article we prove a semistable version of the variational Tate conjecture for divisors in cry...
The purpose of this paper is to establish Hyodo--Kato theory with compact support for semistable sch...
dissertationIn this dissertation, we prove a characteristic p>0 analogue of the log terminal inversi...
International audienceWe compute syntomic cohomology of semistable affinoids in terms of cohomology ...
54 pages.International audienceLet $k$ be a perfect field of characteristic $p > 0$, $W_n = W_n(k)$....
Recently, Colmez and Nizioł proved a comparison theorem between arithmetic p-adic nearby cycles and ...
Let X be a noetherian scheme of finite Krull dimension, having 2 invertible in its ring of regular f...
In this note, we prove the logarithmic $p$-adic comparison theorem for open rigid analytic varieties...
In this thesis we prove a $p$-adic analogous of the Kulikov-Persson-Pinkham classification theorem f...