Abstract
An exact expression is obtained for the order parameter susceptibility, chi R, in the Parisi solution for spin glasses, which shows that the vanishing of the order parameter function, q(x), at the origin, a constant spin susceptibility and the divergence of chi R in the spin-glass phase are all intrinsically related. This expression for chi R also suggests that the squared-averaged magnetisation is given by q(0) and not q(1).
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