On some generalizations of Newton non-degeneracy for hypersurface singularities
On some generalizations of Newton non-degeneracy for hypersurface singularities
We introduce two generalizations of Newton non-degenerate singularities of hypersurfaces. Roughly speaking, an isolated hypersurface singularity is called topologically Newton non-degenerate if the local embedded topological singularity type can be restored from a collection of Newton diagrams (for some coordinate choices). A singularity that is not topologically Newton non-degenerate is …