6 citations · 12 across the 6 of their papers we have counts for
6 papers
Rigid meromorphic cocycles for orthogonal groups
Henri Darmon, Lennart Gehrmann, Michael Lipnowski
Rigid meromorphic cocycles are defined in the setting of orthogonal groups of arbitrary real signature and constructed in some instances via a -adic analogue of Borcherds' singu…
-adic families of diagonal cycles
Henri Darmon, Victor Rotger
This note provides the construction of a three-variable family of cohomology classes arising from diagonal cycles on a triple product of towers of modular curves, and proves a reci…
Stark-Heegner points and diagonal classes
Henri Darmon, Victor Rotger
Stark-Heegner points are conjectural substitutes for Heegner points when the imaginary quadratic field of the theory of complex multiplication is replaced by a real quadratic field…
The values of the Dedekind-Rademacher cocycle at real multiplication points
Henri Darmon, Alice Pozzi, Jan Vonk
The values of the so-called {\em Dedekind--Rademacher cocycle} at certain real quadratic arguments are shown to be global -units in the narrow Hilbert class field of the associa…
First order p-adic deformations of weight one newforms
Henri Darmon, Alan Lauder, Victor Rotger
This article studies the first-order -adic deformations of classical weight one newforms, relating their fourier coefficients to the -adic logarithms of algebraic numbers in…
Modularity of fibres in rigid local systems
Henri Darmon
It is believed that any p-adic Galois representation which is potentially semistable arises from a modular form. The main theorem of Wiles establishes this modularity when the repr…