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- W2022178142 abstract "We prove a form of reflection positivity in planes containing sites for a class of quantum lattice systems. As an application, a proof is given of a phase transition for the Fisher-stabilized Ising antiferromagnet in an external magnetic field with parallel and transverse components, both by the method of infrared bounds and by a suitable version of the Peierls argument. We also discuss the spherical model in an appendix." @default.
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- W2022178142 title "Phase transitions and reflection positivity for a class of quantum lattice systems" @default.
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