Sur certaines singularités non isolées d'hypersurfaces II
Résumé
The aim of the present article is to construct analytic invariants for a germ of an holomorphic function having a one dimensionnal critical locus $S$. This is done for a large class of such germs containing for instance any quasi-homogeneous germ at the origine. More precisely, aside the Brieskorn's $(a,b)$-module at the origine and a (locally constant along $S^* := S \ {0})$ sheaf $\hat{H}^n$ n of $(a,b)$-modules associated to the transversal hypersurface singularities along each connected component of $S^*$, we construct also $(a,b)$-modules ”with supports” $E_c$ ans $E\prime _...
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