Decompositions of hypersurface singularities oftype $J_{k,0}$
Tom 59 / 1994
Annales Polonici Mathematici 59 (1994), 117-131
DOI: 10.4064/ap-59-2-117-131
Streszczenie
Applications of singularity theory give rise to many questions concerning deformations of singularities. Unfortunately, satisfactory answers are known only for simple singularities and partially for unimodal ones. The aim of this paper is to give some insight into decompositions of multi-modal singularities with unimodal leading part. We investigate the $J_{k,0}$ singularities which have modality k - 1 but the quasihomogeneous part of their normal form only depends on one modulus.
