An exact spacetime polymer gas representation is derived for finite-temperature Z_N homological codes, providing low-activity bounds on partition functions and an exact duality exchanging electric/magnetic backgrounds.
Generalization of the fortuin-kasteleyn-swendsen-wang representa- tion and monte carlo algorithm
2 Pith papers cite this work. Polarity classification is still indexing.
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Conjecture of an exact formula for 3-point functions of ℓ-leg and diagonal fields in critical loop models, supported by transfer-matrix numerics on cylinders that agree in most cases.
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An exact spacetime polymer gas for finite-temperature $\mathbb Z_N$ homological quantum code
An exact spacetime polymer gas representation is derived for finite-temperature Z_N homological codes, providing low-activity bounds on partition functions and an exact duality exchanging electric/magnetic backgrounds.
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Three-point functions in critical loop models
Conjecture of an exact formula for 3-point functions of ℓ-leg and diagonal fields in critical loop models, supported by transfer-matrix numerics on cylinders that agree in most cases.