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Titlebook: High-Temperature Superconductivity; Physical Properties, Josef Ashkenazi,Stewart E. Barnes,Barry M. Klein Book 1991 Springer Science+Busine

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Electronic Structure, Lattice Dynamics, and Electron-Phonon Interaction in High Tc Superconductors,al properties of high T. superconductors. Successful predictions include Fermi surfaces, phonon frequencies, structural instabilities, etc. If Fermi liquid theory is not applicable to high T. superconductors, it is difficult to explain why first-principles calculations within the LDA give as good ag
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Marginal Fermi-Liquid Theory of the High Tc Materials, some of its peculiarities, is of the generic BCS-s state variety. The anomalous nature of the normal state has been extensively described. I agree with Anderson and others in the general view point that the key to the problem is the normal state. The superconductive state (SS) and its peculiarities
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Recent Progress in Semionic Pairing Theory of High Temperature Superconductivity,oncept of fractional statistics has become familiar to condensed matter physicists since the discovery of the fractional quantum Hall effect. I would like to remind you of two facts-that particles obeying fractional statistics exist in nature and that 1/2 fractional statistics has the ability to cau
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Mean Field Analysis of the CuO2 Lattice: Comparison to Monte Carlo Simulations,ctors where one assumes the relevant motion is confined to the Cu-O planes. Recent Monte Carlo (MC) studies., using the three-band Hubbard model to describe this motion, have been done in a wide parameter range for various values of doping δ away from half-filling (δ = 0 is defined as one hole per C
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On the Inequivalence of the Three Band, Kondo Heisenberg and t-J Models,mation. The band minima for the three band model is at (π/2,π/2) and its bandwidth is proportional to J, as in the case with the other two models. The quasiparticle wavefunction is calculated to the same level of approximation, and used to demonstrate that the quasiparticle in the three band model c
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Holes in the Quantum Antiferromagnet: The Theory of Small Polarons,ole’s classical energy is minimized by small polarons with short ranged interactions. We derive the polarons’ low energy Lagrangian in which inter-sublattice hopping has been eliminated. The polarons’ interaction with the Néel gauge field was argued to produce superconductivity in the magnetically d
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Propagator-Renormalized Perturbation Theory for the Hubbard Model,sality class described by Haldane’s Luttinger liquid theory (LL) [2] instead of the more familiar class of metals governed by Landau’s Fermi liquid theory. The proven examples of Luttinger liquids are all one dimensional systems where the breakdown of the Fermi liquid picture can be traced to suscep
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