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The periodic Anderson model for finite Coulomb repulsion U is studied using the equation of motion approach. The truncation approximation is employed to close the hierarchy of equations of motion for the connected Green’s functions. The density-of-states is calculated self-consistently. The temperature and U dependence of the electronic specific heat, the linear specific heat coefficient are also discussed.
Physical Review B – American Physical Society (APS)
Published: Jul 15, 2000
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