We correct the proof of the main ℓ -independence result of the above-mentioned paper by showing that for any smooth and proper variety over an equicharacteristic local field, there exists a globally defined such variety with the same ( p -adic and ℓ -adic) cohomology
We give a new and very intuitive construction of Hyodo--Kato cohomology and the Hyodo--Kato map, bas...
In this article, we obtain a non-uniform version of Hrushovski's generalisation of the Lang-Weil est...
Kitchloo and Morava give a strikingly simple picture of elliptic cohomology at the Tate curve by stu...
In this article we study various forms of l-independence (including the case l = p) for the cohomolo...
We give four different independence relations on any exponential field. Each is a canonical independ...
The use of overconvergent cohomology in constructing $p$-adic $L$-functions, initiated by Stevens an...
We establish functoriality of higher Coleman theory for certain unitary Shimura varieties and use th...
Let $X$ be a smooth scheme over a finite field of characteristic $p$. Consider the coefficient objec...
AbstractProofs of Propositions 6 and 8 of the paper Communication Complexity and Intrinsic Universal...
Let K, L be finitely generated fields with K ≡ L. Is K isomorphic to L? In 2020, Dittmann and Pop [D...
We formulate a new equivariant Main Conjecture in Iwasawa theory of number fields and study its prop...
We give a description of the cohomology groups of the structure sheaf on smooth compactifications $\...
In this thesis, we study the compatibility between local and global Langlands correspondences for \(...
Let $K$ be a discrete valuation field with perfect residue field, we study the functor from weakly a...
We deduce an analogue of the Bogomolov conjecture for non-degenerate subvarieties in fibered product...
We give a new and very intuitive construction of Hyodo--Kato cohomology and the Hyodo--Kato map, bas...
In this article, we obtain a non-uniform version of Hrushovski's generalisation of the Lang-Weil est...
Kitchloo and Morava give a strikingly simple picture of elliptic cohomology at the Tate curve by stu...
In this article we study various forms of l-independence (including the case l = p) for the cohomolo...
We give four different independence relations on any exponential field. Each is a canonical independ...
The use of overconvergent cohomology in constructing $p$-adic $L$-functions, initiated by Stevens an...
We establish functoriality of higher Coleman theory for certain unitary Shimura varieties and use th...
Let $X$ be a smooth scheme over a finite field of characteristic $p$. Consider the coefficient objec...
AbstractProofs of Propositions 6 and 8 of the paper Communication Complexity and Intrinsic Universal...
Let K, L be finitely generated fields with K ≡ L. Is K isomorphic to L? In 2020, Dittmann and Pop [D...
We formulate a new equivariant Main Conjecture in Iwasawa theory of number fields and study its prop...
We give a description of the cohomology groups of the structure sheaf on smooth compactifications $\...
In this thesis, we study the compatibility between local and global Langlands correspondences for \(...
Let $K$ be a discrete valuation field with perfect residue field, we study the functor from weakly a...
We deduce an analogue of the Bogomolov conjecture for non-degenerate subvarieties in fibered product...
We give a new and very intuitive construction of Hyodo--Kato cohomology and the Hyodo--Kato map, bas...
In this article, we obtain a non-uniform version of Hrushovski's generalisation of the Lang-Weil est...
Kitchloo and Morava give a strikingly simple picture of elliptic cohomology at the Tate curve by stu...
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