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When is the Kadowaki-Woods ratio universal?: Supplementary Material

The University of Queensland
Dr Anthony Jacko (Aggregated by) Dr Anthony Jacko (Aggregated by) Dr David Cavanagh (Aggregated by) Dr David Cavanagh (Aggregated by) Professor Ben Powell (Aggregated by)
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The supplementary material contains details of the derivations. Sections: I. Scattering and the self-energy in arbitrary bandstructures systems a. The Two-Band Case b. The Spectral Density Function II. Interband scattering a. Effects of significant interband scattering on the intraband self-energy components III. Derivation of the conductivity formula

Issued: 2015

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153.23731,-27.05913

153.237305,-27.059126

Subjects
Chemical Sciences | Condensed Matter Physics | Electronic and Magnetic Properties of Condensed Matter; Superconductivity | Heavy-fermion systems | Mean-field theory | Physical Sciences | Quantum Physics | Quantum Chemistry | Quantum Physics Not Elsewhere Classified | Strongly correlated metals | Theoretical and Computational Chemistry | Transport-properties | eng |

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Breakdown of the universality of the Kadowaki-Woods Ratio in multi-band metals

local : UQ:375917

Cavanagh, D. C., Jacko, A. C. and Powell, B. J. (2015). Breakdown of the universality of the Kadowaki-Woods Ratio in multi-band metals. Physical Review B, 92 (19) 195138. doi: 10.1103/PhysRevB.92.195138

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local : UQ:289097

School of Mathematics and Physics

local : UQ:161065