|Z_{Kup}|=|Z_{Henn}|^2 for Lens spaces

Liang Chang; Zhenghan Wang

arxiv: 1106.3313 · v3 · pith:SBI6RKRVnew · submitted 2011-06-16 · 🧮 math.QA · math.GT

|Z_(Kup)|=|Z_(Henn)|² for Lens spaces

Liang Chang , Zhenghan Wang This is my paper

classification 🧮 math.QA math.GT

keywords hennalgebrashopfinvariantslensspacescertainclosed

0 comments

read the original abstract

M. Hennings and G. Kuperberg defined quantum invariants Z_{Henn} and Z_{Kup} of closed oriented 3-manifolds based on certain Hopf algebras, respectively. We prove that |Z_{Kup}|=|Z_{Henn}|^2 for lens spaces when both invariants are based on factorizable finite dimensional ribbon Hopf algebras.

This paper has not been read by Pith yet.

|Z_(Kup)|=|Z_(Henn)|² for Lens spaces

discussion (0)