Published Paper
Inserted: 2 feb 2019
Last Updated: 9 jan 2022
Journal: Osaka Journal of Mathematics
Volume: 58
Number: 4
Pages: 755-765
Year: 2019
Abstract:
Eisermann and Lamm introduced a notion of symmetric equivalence among symmetric union diagrams and studied it using a refined form of the Jones polynomial. We introduced invariants of symmetric equivalence via refined versions of topological spin models and provided a partial answer to a question left open by Eisermann and Lamm. In this paper we adopt a new approach to the symmetric equivalence problem and give a complete answer to the original question left open by Eisermann and Lamm.