Geometry-Induced Phase Transition in the ±J Ising Model
1986 年 55 巻 10 号 p. 3305-3307
詳細
1986 年 55 巻 10 号 p. 3305-3307
We present an argument for the existence of a geometry-induced phase transition in the ±J Ising model on an arbitrary lattice (d≥2) with asymmetric probability of ferromagnetic and antiferromagnetic bonds. This transition manifests itself as a vertical phase boundary separating, possibly, a ferromagnetic and a non-ferromagnetic (paramagnetic or spin glass) phases.
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