Polynomial Invariants of Pseudo-Anosov Maps (Addendum)
We show that homology, puncture, and symplectic polynomials of a pseudo-Anosov map arXiv:1001.5094 are invariants of the mapping class, as well as of the conjugacy class.
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Publications and source records attributed to Merrick Dodge.
We show that homology, puncture, and symplectic polynomials of a pseudo-Anosov map arXiv:1001.5094 are invariants of the mapping class, as well as of the conjugacy class.