Add to ORKGAn earlier paper by Harris and Venkatesh that just appeared in Exp. Math. is good background reading...
We discuss the p-adic formula (0.3) of P. Th. Young, in the framework of Dwork's theory of the hyper...
Abstract. At the first half of this article, we present a conjecture (cf. Conjecture 1.10) to associ...
We give a generalization of p-adic congruences for truncated period functions that were originally d...
Using Dwork's theory, the authors prove a broad generalization of his famous p-adic formal congruenc...
246 pagesThis is an introduction to $p$-adic geometry and $p$-adic analysis focusing on the theme of...
We introduce new kinds of p-adic hypergeometric functions. We show these functions satisfy congruenc...
We present an elementary elaboration of Dwork’s idea of explicit p-adic limit formulas for zeta func...
Motivated by the conjectures of Gan-Gross-Prasad, we develop a p-adic formalism for placing these co...
I will report on my work in progress done jointly with Frits Beukers. In 1990s V. Batyrev used Dwork...
We compare the Ihara\u2013Anderson theory of the p-adic etale beta function, which describes the Gal...
International audienceUsing Dwork's theory, we prove a broad generalisation of his famous p-adic for...
International audienceUsing an intrinsic q-hypergeometric strategy, we generalise Dwork-type congrue...
This article is dedicated to the study of $p$-adic analytic continuation of the unit root $F$-subcry...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
An earlier paper by Harris and Venkatesh that just appeared in Exp. Math. is good background reading...
We discuss the p-adic formula (0.3) of P. Th. Young, in the framework of Dwork's theory of the hyper...
Abstract. At the first half of this article, we present a conjecture (cf. Conjecture 1.10) to associ...
We give a generalization of p-adic congruences for truncated period functions that were originally d...
Using Dwork's theory, the authors prove a broad generalization of his famous p-adic formal congruenc...
246 pagesThis is an introduction to $p$-adic geometry and $p$-adic analysis focusing on the theme of...
We introduce new kinds of p-adic hypergeometric functions. We show these functions satisfy congruenc...
We present an elementary elaboration of Dwork’s idea of explicit p-adic limit formulas for zeta func...
Motivated by the conjectures of Gan-Gross-Prasad, we develop a p-adic formalism for placing these co...
I will report on my work in progress done jointly with Frits Beukers. In 1990s V. Batyrev used Dwork...
We compare the Ihara\u2013Anderson theory of the p-adic etale beta function, which describes the Gal...
International audienceUsing Dwork's theory, we prove a broad generalisation of his famous p-adic for...
International audienceUsing an intrinsic q-hypergeometric strategy, we generalise Dwork-type congrue...
This article is dedicated to the study of $p$-adic analytic continuation of the unit root $F$-subcry...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
An earlier paper by Harris and Venkatesh that just appeared in Exp. Math. is good background reading...
We discuss the p-adic formula (0.3) of P. Th. Young, in the framework of Dwork's theory of the hyper...
Abstract. At the first half of this article, we present a conjecture (cf. Conjecture 1.10) to associ...