On the Monodromy at Isolated Singularities of Weighted Homogeneous Polynomials
On the Monodromy at Isolated Singularities of Weighted Homogeneous Polynomials
Assume/: C" -» C is a weighted homogeneous polynomial with isolated singularity, and define <(>: S2™'1 -f~\0) -> Sl by <K?) = K£)/\Kz)\.If the monomials of/ are algebraically independent, then the closure F0 of <fr'( 1) in S2"1-1 admits a deformation into the subset G where each monomial of/has nonnegative …