2+1 Dimensional Quantum Gravity as a Gaussian Fermionic System and the 3D-Ising Model
Giuseppe Bonacina, Maurizio Martellini, Mario Rasetti
Abstract
We show that 2+1-dimensional Euclidean quantum gravity is equivalent, under some mild topological assumptions, to a Gaussian fermionic system. In particular, for manifolds topologically equivalent to Σg× with Σg a closed and oriented Riemann surface of genus g, the corresponding 2+1-dimensional Euclidean quantum gravity may be related to the 3D-lattice Ising model before its thermodynamic limit.
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