Minimal edge modes compatible with Chern-Simons topological invariance are proposed as quantum group particles, yielding a factorization of 3d gravity state space that matches proposals linking Bekenstein-Hawking entropy to topological entanglement entropy.
On the origin of the quantum group symmetry in 3d quantum gravity
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A sparse cyclotomic-exponent representation of q-hypergeometric series defers evaluation and performs cancellations exactly, improving memory and precision for quantum 6j-symbol computations.
The paper derives a nonlocal phase-space uncertainty relation implying a minimal measurable length of order L_M and a finite phase-space cell in nonlocal QFT.
citing papers explorer
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Minimal Factorization of Chern-Simons Theory -- Gravitational Anyonic Edge Modes
Minimal edge modes compatible with Chern-Simons topological invariance are proposed as quantum group particles, yielding a factorization of 3d gravity state space that matches proposals linking Bekenstein-Hawking entropy to topological entanglement entropy.
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Deferred Cyclotomic Representation for Stable and Exact Evaluation of q-Hypergeometric Series
A sparse cyclotomic-exponent representation of q-hypergeometric series defers evaluation and performs cancellations exactly, improving memory and precision for quantum 6j-symbol computations.
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On the Meaning of Localization in Non-Local Quantum Field Theory and On the Limits of a Space-Time Description and the Physical Meaning of Phase Space in a Nonlocal Continuum
The paper derives a nonlocal phase-space uncertainty relation implying a minimal measurable length of order L_M and a finite phase-space cell in nonlocal QFT.