A two-parameter flow equation is derived for Anderson localization on the hyperbolic plane, with an extended critical line separating metallic and insulating phases in the plane of scale-dependent curvature and conductivity.
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Theory of Anderson localization on the hyperbolic plane
A two-parameter flow equation is derived for Anderson localization on the hyperbolic plane, with an extended critical line separating metallic and insulating phases in the plane of scale-dependent curvature and conductivity.