By Nathan Dunfield and others

In earlier work of two of the authors, two 1-loop polynomial invariants of cusped 3-manifolds were constructed using combinatorial data of ideal triangulations, and conjectured to be equal to the *\mathbb{C}^2* and the *\mathbb{C}^3*-torsion polynomials. Here, we prove this conjecture for all fibered 3-manifolds with toroidal boundary, and we illustrate... Show more

March 31, 2024

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1-loop equals torsion for fibered 3-manifolds

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