2 citations · 11 across the 40 of their papers we have counts for
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math.AG2021
Why (a,b)-modules, frescos and themes ?
Daniel Barlet
This text is an advocacy for the use of (a,b)-modules (formal Brieskorn modules) in the study of the singularity of a holomorphic function on a complex manifold. It gives a short a…
math.AG2021
On partial differential operators which annihilate the roots of the universal equation of degree k
Daniel Barlet
The aim of this paper is to study in details the regular holonomic module introduced in \cite{[B.19]} whose local solutions outside the polar hyper-surface …
math.AG2021★ 1 cited
Algebraic differential equations of periods integrals
Daniel Barlet
We explain that in the study of the asymptotic expansion at the origin of a period integral like z /df or of a hermitian period like f =s ./df /df the compu…