P. Maisonobe

most citedL'idéal de Bernstein d'un arrangement libre d'hyperplans linéaires

10 citations · 14 across the 3 of their papers we have counts for

collaborators

4 papers

math.AG2016★ 4 cited

Idéal de Bernstein d'un arrangement central générique d'hyperplans

Philippe Maisonobe

Let $V$ a vector space of dimension $n$ . A $V$ family ${H_{1}, \dots, H_{p}}$ of vectorial hyperplanes being distinct two by two defines an arrangement $ {\cal A}_p = {\cal A}…

math.AG2016★ 10 cited

L'idéal de Bernstein d'un arrangement libre d'hyperplans linéaires

Philippe Maisonobe

Let $V$ a vector space of dimension $n$ . A family ${H_{1}, \dots, H_{p}}$ of vectorial hyperplans $V$ defines an arrangement $A$ of $V$ . For $ i \in \{ 1, \ldots, p…

math.AG2016

Filtration Relative, l'Idéal de Bernstein et ses pentes

Philippe Maisonobe

Let $f_{i} : X \to C$ , for $i$ integer between $1$ and $p$ , be analytic functions defined on a complex analytic variety $X$ . Let us consider $D_{X}$ the ring…

math.AG2007

Matrice magique associée à un germe de courbe plane et division par l'idéal Jacobien

Joël Briançon, Philippe Maisonobe, Tristan Torrelli

In the ring of holomorphic functions at the origin of C^2, we consider the equation uf'_x+vf'_y=wf where f and w are given. We introduce intersection multiplicities relative to w a…