Abstract
Free energies of the paramagnetic and ferromagnetic electron liquids are evaluated through explicit calculations of the spin-dependent local-field corrections associated with the second-order, regular and anomalous, exchange diagrams. Their analytic expressions have been obtained as functions of temperature. Exchange- and Coulomb-correlation effects beyond the random-phase approximation are accounted for in reference to the known thermodynamic properties of the paramagnetic and ferromagnetic electron liquids in the ground state as well as at arbitrary degeneracy. The resultant density-dependent, Coulomb coupling effects act to reduce the exchange effects. A magnetic phase diagram for the ferromagnetic transition is thus obtained together with conditions for the freezing transition into the Coulomb solids.

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