Add to ORKGI will report my joint work with Ming-Lun Hsieh on a (conjectural) description of cyclotomic derivatives of p-adic triple product L-functions in terms of Nekovar's p-adic height of diagonal cycles
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
Abstract. This article is the rst in a series devoted to studying generalised Gross-Kudla-Schoen dia...
We build a one-variable p-adic L-function attached to two Hida families of ordinary p-stabilised new...
We construct the four-variable primitive $p$-adic $L$-functions associated with the triple product o...
In 2014, Darmon and Rotger defined the Garrett-Rankin triple product $p$-adic $L$-function and relat...
The unifying theme of the thesis is the arithmetic of elliptic curves, more specifically the conject...
Deppe H. p-adic L-functions of automorphic forms. Bielefeld: Universitätsbibliothek Bielefeld; 2013....
The main purpose of this note is to understand the arithmetic encoded in the special value of the $p...
We construct $p$-adic $L$-functions for Rankin--Selberg products of automorphic forms of hermitian t...
We prove an explicit central value formula for a family of complex L-series of degree 6 for GL2 × GL...
International audienceWe wish to use graded structures [KrVu87], [Vu01] on dffierential operators an...
Let E be an elliptic curve defined over the field of rational numbers and let f be the corresponding...
In this work we generalize the construction of p-adic anticyclotomic L-functions associated to an el...
In this work we generalize the construction of p-adic anticyclotomic L-functions associated to an el...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
Abstract. This article is the rst in a series devoted to studying generalised Gross-Kudla-Schoen dia...
We build a one-variable p-adic L-function attached to two Hida families of ordinary p-stabilised new...
We construct the four-variable primitive $p$-adic $L$-functions associated with the triple product o...
In 2014, Darmon and Rotger defined the Garrett-Rankin triple product $p$-adic $L$-function and relat...
The unifying theme of the thesis is the arithmetic of elliptic curves, more specifically the conject...
Deppe H. p-adic L-functions of automorphic forms. Bielefeld: Universitätsbibliothek Bielefeld; 2013....
The main purpose of this note is to understand the arithmetic encoded in the special value of the $p...
We construct $p$-adic $L$-functions for Rankin--Selberg products of automorphic forms of hermitian t...
We prove an explicit central value formula for a family of complex L-series of degree 6 for GL2 × GL...
International audienceWe wish to use graded structures [KrVu87], [Vu01] on dffierential operators an...
Let E be an elliptic curve defined over the field of rational numbers and let f be the corresponding...
In this work we generalize the construction of p-adic anticyclotomic L-functions associated to an el...
In this work we generalize the construction of p-adic anticyclotomic L-functions associated to an el...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
Abstract. This article is the rst in a series devoted to studying generalised Gross-Kudla-Schoen dia...
We build a one-variable p-adic L-function attached to two Hida families of ordinary p-stabilised new...