Zero-temperature critical behavior of the infinite-range quantum Ising spin glass

We examine the quantum phase transition at zero temperature between paramagnetic and spin-glass-ordered phases as the strength of a uniform transverse field, {Γ}, is varied. At the critical point, Γc, the spin autocorrelation function decays with time, t, as t^-2. As the transition is approached from the paramagnetic phase the nonlinear susceptibility diverges as {{}ln({Γ}-Γc){}/({Γ}-Γc)1/2.