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    Gutzwiller Approximation in Degenerate Hubbard Models

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    Degenerate Hubbard models are studied using the Generalized-Gutzwiller-Approximation. It is found that the metal-insulator transition occurs at a finite correlation UcU_c when the average number of electrons per lattice site is an integer. The critical UcU_c depends sensitively on both the band degeneracy NN and the filling xx. A derivation is presented for the general expression of Uc(x,N)U_c(x,N) which reproduces all previously known Gutzwiller solutions, including that of the Boson Hubbard model. Effects of the lattice structure on the metal-insulator transition and the effective mass are discussed.Comment: RevTex file with 2 figures included, 12 page
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