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20112026
most citedMultiplicity-free quantum 6j-symbols for U_q(sl_N)

48 citations · 48 across the 6 of their papers we have counts for

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6 papers

math.GT2026

Double twist knots and lattice paths

Aditya Dwivedi, Ramadevi Pichai

In this work, we explore the combinatorics arising from the quiver generating series of the unreduced -colored HOMFLY-PT polynomial for some twist-knots and dou…

hep-th2025

Flat connections at infinity on knot surgery manifolds

Aditya Dwivedi, Archana Maji, Dmitry Noshchenko +1

Chern-Simons theory on a closed 3-manifold is one of the most interesting, yet tractable examples of a QFT. On one hand, its non-perturbative structure is no…

hep-th2025

Full twists and stability of knots and quivers

Sachin Chauhan, Piotr Kucharski, Dmitry Noshchenko +3

We relate the stability of knot invariants under twisting a pair of strands to the stability of symmetric quivers under unlinking (or linking) operation. Starting from the HOMFLY-P…

math.GT2014

Trivalent graphs, volume conjectures and character varieties

Satoshi Nawata, P. Ramadevi, Zodinmawia

The generalized volume conjecture and the AJ conjecture (a.k.a. the quantum volume conjecture) are extended to $U_q(\fraksl_2)$ colored quantum invariants of the theta and tetrahed…

hep-th2013★ 48 cited

Multiplicity-free quantum 6j-symbols for U_q(sl_N)

Satoshi Nawata, P. Ramadevi, Zodinmawia

We conjecture a closed form expression for the simplest class of multiplicity-free quantum 6j-symbols for U_q(sl_N). The expression is a natural generalization of the quantum 6j-sy…

hep-th2011

Detection of Chirality and Mutations of Knots and Links

Ramadevi Pichai

In this brief presentation, we would like to present our attempts of detecting chirality and mutations from Chern-Simons gauge theory. The results show that the generalised knot in…