2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.NT2004
Ideaux stables dans certains anneaux differentiels de formes quasi-modulaires de Hilbert
Federico Pellarin
Nesterenko proved, among other results, the algebraic independence over $\QQ$ of the numbers . A very important feature of his proof is a multiplicity estimate for qu…
math.NT2004
Lemmes de multiplicite associes aux groupes triangulaires de Riemann-Schwarz
Federico Pellarin
In this article, we extend a multiplicity estimate of Nesterenko, valid for quasi-modular forms associated to $\SL_2(\ZZ)$, to non-holomorphic quasi-modular forms associated to cer…
math.NT2004★ 2 cited
Introduction aux formes modulaires de Hilbert et a leur proprietes differentielles
Federico Pellarin
An elementary introduction to Hilbert modular forms, with a particular attention to their differential properties: Rankin-Cohen brakets, structure of differential rings... This tex…