Add to ORKGLau E. A Duality Theorem for Dieudonne Displays. Annales Scientifiques de Ecole Normale Superieure. 2009;42(2):241-259.We show that the Zink equivalence between p-divisible groups and Dieudonne displays over a complete local ring with perfect residue field of characteristic p is compatible with duality. The proof relies on a new explicit formula for the p-divisible group associated to a Dieudonne display
We draw concrete consequences from our arithmetic duality for two-dimensional local rings with perfe...
Let A, A' be dual abelian varieties over a field K, which is the field of fractions of a discrete va...
Abstract. — By the theory of Colmez and Fontaine, a de Rham representation of the Galois group of a ...
Lau E. Dieudonne theory over semiperfect rings and perfectoid rings. Compositio Mathematica. 2018;15...
Lau E. Displays and formal p-divisible groups. INVENTIONES MATHEMATICAE. 2008;171(3):617-628.Over p-...
We define, for each quasi-syntomic ring R (in the sense of Bhatt-Morrow-Scholze), a category DF(R) o...
The primary motivation for this dissertation is to further the study of CM lifting of abelian variet...
In this thesis, we study duality theorems for the relative logarithmic de Rham-Witt sheaves on semi-...
Let O_K be a complete discrete valuation ring. Denote by K its fractions field and by k its residue ...
International audienceLet G be a p-divisible group over the ring of integers of C-p, and assume that...
We prove several results about moduli spaces of p-divisible groups such as Rapoport–Zink spaces. Our...
Let $\V$ be a mixed characteristic complete discrete valuation ring, let $\X$ and $\Y$ be two smooth...
This paper is Part III of the series of work by the first named author on duality theories for $p$-p...
AbstractIn this paper we improve and extend duality theorems for crossed products obtained by M. Kop...
Abstract For given p ( = prime), a p-ring as first introduced by Mc Coy and Montgomery [2]. The conc...
We draw concrete consequences from our arithmetic duality for two-dimensional local rings with perfe...
Let A, A' be dual abelian varieties over a field K, which is the field of fractions of a discrete va...
Abstract. — By the theory of Colmez and Fontaine, a de Rham representation of the Galois group of a ...
Lau E. Dieudonne theory over semiperfect rings and perfectoid rings. Compositio Mathematica. 2018;15...
Lau E. Displays and formal p-divisible groups. INVENTIONES MATHEMATICAE. 2008;171(3):617-628.Over p-...
We define, for each quasi-syntomic ring R (in the sense of Bhatt-Morrow-Scholze), a category DF(R) o...
The primary motivation for this dissertation is to further the study of CM lifting of abelian variet...
In this thesis, we study duality theorems for the relative logarithmic de Rham-Witt sheaves on semi-...
Let O_K be a complete discrete valuation ring. Denote by K its fractions field and by k its residue ...
International audienceLet G be a p-divisible group over the ring of integers of C-p, and assume that...
We prove several results about moduli spaces of p-divisible groups such as Rapoport–Zink spaces. Our...
Let $\V$ be a mixed characteristic complete discrete valuation ring, let $\X$ and $\Y$ be two smooth...
This paper is Part III of the series of work by the first named author on duality theories for $p$-p...
AbstractIn this paper we improve and extend duality theorems for crossed products obtained by M. Kop...
Abstract For given p ( = prime), a p-ring as first introduced by Mc Coy and Montgomery [2]. The conc...
We draw concrete consequences from our arithmetic duality for two-dimensional local rings with perfe...
Let A, A' be dual abelian varieties over a field K, which is the field of fractions of a discrete va...
Abstract. — By the theory of Colmez and Fontaine, a de Rham representation of the Galois group of a ...