The Ising transfer matrix and its excitations are re-expressed as elements of a conformal Clifford algebra, with the eigenvalue problem becoming a dispersion relation for free Majorana quasiparticles.
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On the geometric algebras of the Ising model
The Ising transfer matrix and its excitations are re-expressed as elements of a conformal Clifford algebra, with the eigenvalue problem becoming a dispersion relation for free Majorana quasiparticles.