Symplectic Quantum Mechanics and Chern-Simons Gauge Theory II: Mapping Tori of Tori
Lisa C. Jeffrey
TL;DR
This paper compares semiclassical formulas for partition functions derived from Chern-Simons and symplectic action functionals on mapping tori of tori, advancing understanding in quantum topology.
Contribution
It provides a detailed comparison of semiclassical formulas from two different Lagrangians in the context of mapping tori of tori, highlighting their relationships.
Findings
Explicit semiclassical formulas for partition functions
Comparison between Chern-Simons and symplectic approaches
Insights into quantum invariants of mapping tori
Abstract
We compute the semiclassical formulas for the partition functions obtained using two different Lagrangians: the Chern-Simons functional and the symplectic action functional.
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