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On a Mean Field Theory for Superconductivity in Highly Correlated Electron Systems
Abstract The purpose of this brief report is twofold: (i) to derive an effective Hamiltonian based on a renormalized Fermi liquid theory1,2 and on the so-called Kondo volume collapse3 which may serve as a starting point for a description of superconductivity in Kondo lattice systems, and (ii) to solve this Hamiltonian for the different gap functions in the simplifiexd case of isotropic singlet-like superconductivity.
On a Mean Field Theory for Superconductivity in Highly Correlated Electron Systems
Abstract The purpose of this brief report is twofold: (i) to derive an effective Hamiltonian based on a renormalized Fermi liquid theory1,2 and on the so-called Kondo volume collapse3 which may serve as a starting point for a description of superconductivity in Kondo lattice systems, and (ii) to solve this Hamiltonian for the different gap functions in the simplifiexd case of isotropic singlet-like superconductivity.
On a Mean Field Theory for Superconductivity in Highly Correlated Electron Systems
Entel, Peter (author) / Matschke, Monika (author)
1987-01-01
4 pages
Article/Chapter (Book)
Electronic Resource
English
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