2009
DOI: 10.1007/978-0-387-88211-6
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Quantum Theory of Conducting Matter

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Cited by 28 publications
(33 citation statements)
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“…This can be done, e.g. via a perturbative expansion of the unitary evolution operatorÛ (t) = T exp −i −1 t 0 dt Ĥ ±q (t ) in the powers ofg q [41]. The leading order correction to the action is O(g 2 q ) and is easily found as:…”
Section: Parametric Amplification Of Phonon-mediated Electron-elmentioning
confidence: 99%
“…This can be done, e.g. via a perturbative expansion of the unitary evolution operatorÛ (t) = T exp −i −1 t 0 dt Ĥ ±q (t ) in the powers ofg q [41]. The leading order correction to the action is O(g 2 q ) and is easily found as:…”
Section: Parametric Amplification Of Phonon-mediated Electron-elmentioning
confidence: 99%
“…6,9 A Fermi surface with any complexity can give rise to opposite signs. 14,15 Band structure calculations and photoemission spectroscopy show small electron Fermi surfaces with an enhanced effective mass at the ⌫ point and a large hole Fermi surface around the R point. 15,16 Figure 4 shows that R H for films on LSAT and LaAlO 3 exhibits a strong temperature dependence, inconsistent with normal metallic behavior, which indicates temperature-dependent scattering times and/or carrier concentrations/asymmetry.…”
mentioning
confidence: 98%
“…The conductivity σ based on the pairon carrier model is calcullated as follows. The pairons move in 2D with the linear dispersion relation (Fujita et al, 2009):…”
Section: Multi-walled Nanotubes (Mwnt)mentioning
confidence: 99%