Proves the Gang-Kim-Yoon integrality conjecture for adjoint Reidemeister torsions of all torus knots by defining Verlinde numbers via modular S-matrices and establishing their recursion formulas.
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2 Pith papers cite this work. Polarity classification is still indexing.
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2026 2verdicts
UNVERDICTED 2representative citing papers
New framework for one-loop log divergences on AdS x S spaces recovers the 1/4 log N ABJM correction from 11d SUGRA in 4d language.
citing papers explorer
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Gang-Kim-Yoon integrality conjectures on adjoint Reidemeister torsions for torus knots
Proves the Gang-Kim-Yoon integrality conjecture for adjoint Reidemeister torsions of all torus knots by defining Verlinde numbers via modular S-matrices and establishing their recursion formulas.
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One-loop divergences for KK theories on $\mathrm{AdS}\times S$ spaces; a reanalysis of $\mathrm{AdS}_4 \times S^7\,\big/$ ABJM precision holography
New framework for one-loop log divergences on AdS x S spaces recovers the 1/4 log N ABJM correction from 11d SUGRA in 4d language.