DOIAbstract
We prove that both local Galois representations and (φ,Γ)-modules can be recovered from prismatic F-crystals, from which we obtain a new proof of the equivalence of Galois representations and (φ,Γ)-modules
We prove that both local Galois representations and (φ,Γ)-modules can be recovered from prismatic F-crystals, from which we obtain a new proof of the equivalence of Galois representations and (φ,Γ)-modules
We study algorithmic aspects of the theory of modular representations of p-adic Galois groups. For t...
Joint with Matthew EmertonThis project has received funding from the European Research Council (ERC)...
Let $K$ be a complete discretely valued field of mixed characteristic $(0,p)$ with perfect residue f...
We prove that both local Galois representations and $(\varphi,\Gamma)$-modules can be recovered from...
We give a new construction of $(\varphi, \hat G)$-modules using the theory of prisms developed by Bh...
We give a new construction of $(\varphi, \hat G)$-modules using the theory of prisms developed by Bh...
Let $K$ be a mixed characteristic complete discrete valuation field with perfect residue field, and ...
We show all Laurent $F$-crystals over $p$-adic fields are overconvergent.Comment: 15 pages. Comments...
The aim of this thesis is to study finite height crystalline representations in relative p-adic Hodg...
The aim of this thesis is to study finite height crystalline representations in relative p-adic Hodg...
In the case of local fields of positive characateristic we introduce an analogue of Fontaine's conce...
Jean-Marc Fontaine showed that the tannakian category of crystalline representations of the group of...
Let $Y/S$ be a morphism of crystalline prisms, i.e., a $ p$-torsion free $p$-adic formal schemes end...
For a Galois extension $K/F$ with $\text{char}(K)\neq 2$ and $\text{Gal}(K/F) \simeq \mathbb{Z}/2\ma...
We study algorithmic aspects of the theory of modular representations of p-adic Galois groups. For t...
We study algorithmic aspects of the theory of modular representations of p-adic Galois groups. For t...
Joint with Matthew EmertonThis project has received funding from the European Research Council (ERC)...
Let $K$ be a complete discretely valued field of mixed characteristic $(0,p)$ with perfect residue f...
We prove that both local Galois representations and $(\varphi,\Gamma)$-modules can be recovered from...
We give a new construction of $(\varphi, \hat G)$-modules using the theory of prisms developed by Bh...
We give a new construction of $(\varphi, \hat G)$-modules using the theory of prisms developed by Bh...
Let $K$ be a mixed characteristic complete discrete valuation field with perfect residue field, and ...
We show all Laurent $F$-crystals over $p$-adic fields are overconvergent.Comment: 15 pages. Comments...
The aim of this thesis is to study finite height crystalline representations in relative p-adic Hodg...
The aim of this thesis is to study finite height crystalline representations in relative p-adic Hodg...
In the case of local fields of positive characateristic we introduce an analogue of Fontaine's conce...
Jean-Marc Fontaine showed that the tannakian category of crystalline representations of the group of...
Let $Y/S$ be a morphism of crystalline prisms, i.e., a $ p$-torsion free $p$-adic formal schemes end...
For a Galois extension $K/F$ with $\text{char}(K)\neq 2$ and $\text{Gal}(K/F) \simeq \mathbb{Z}/2\ma...
We study algorithmic aspects of the theory of modular representations of p-adic Galois groups. For t...
We study algorithmic aspects of the theory of modular representations of p-adic Galois groups. For t...
Joint with Matthew EmertonThis project has received funding from the European Research Council (ERC)...
Let $K$ be a complete discretely valued field of mixed characteristic $(0,p)$ with perfect residue f...
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