A relation between the freezing temperature (T g ) and the exchange couplings (J ij ) in metallic spin-glasses is derived, taking the spin-correlations (G ij ) into account. This approach does not involve a disorder-average. The expansion of the correlations to first order in J ij /T g leads to the molecular-field result from Thouless-Anderson-Palmer. Employing the current theory of the spininteraction in disordered metals, an equation for T g as a function of the concentration of impurities is obtained, which reproduces the available data from AuFe, AgMn, and CuMn alloys well.