1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.NT2025
A regularized theta lift on the symmetric space of
Romain Branchereau
We define a regularized lift from harmonic weak Maass forms of weight to differential forms of degree on the symmetric space $\SL_N(\R)/\SO(N)$, that are smooth outside…
math.NT2022
Diagonal restriction of Eisenstein series and Kudla-Millson theta lift
Romain Branchereau
We consider the Kudla-Millson theta series associated to a quadratic space of signature . By combining a `see-saw' argument with the Siegel-Weil formula, we show that its (r…
math.NT2022★ 1 cited
The Kudla-Millson form via the Mathai-Quillen formalism
Romain Branchereau
In \cite{km2}, Kudla and Millson constructed a -form on an orthogonal symmetric space using Howe's differential operators. It is a crucial ingredient in their theory of…