Lattice spin-variable operators for the 2D Ising CFT energy-momentum tensor are derived for arbitrary affine-transformed triangular and hexagonal lattices and verified numerically against conformal Ward identity predictions, including normalization.
Cardy,Universal amplitudes in finite-size scaling: generalisation to arbitrary dimensionality,J
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Energy-momentum tensor in the 2D Ising CFT in full modular space
Lattice spin-variable operators for the 2D Ising CFT energy-momentum tensor are derived for arbitrary affine-transformed triangular and hexagonal lattices and verified numerically against conformal Ward identity predictions, including normalization.