Oka and Alexander polynomials of symplectic curves and divisibility relations
arXiv:2412.15792
Abstract
We prove Libgober's divisibility relations for Oka and Alexander polynomials of symplectic curves in the complex projective plane. Along the way, we give new proofs of the divisibility relations for the Alexander polynomials of complex algebraic curves with respect to a generic line at infinity.
32 pages, 6 figures. Comments are welcome! Update: now with Oka polynomials