1970
DOI: 10.1088/0034-4885/33/3/302
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The metal-nonmetal transition

Abstract: 2. The Wilson band-overlap transition . 3. Mott-Hubbard insulators . 4. Kohn's proof of the insulating property. 5. Slater's description of Mott-Hubbard insulators . 6. Spin polarons . 7. Behaviour near the metal-nonmetal transition point 8. Hubbard's Hamiltonian . 9. Magnetic moments . 10. Effect of the long-range forces 11. Wigner crystallization . 12. T h e excitonic insulator . 13. Kohn's model for the Mott transition . 14. The term in the resistivity proportional to T 2 . 15. The metal-nonmetal transition… Show more

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Cited by 183 publications
(52 citation statements)
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“…Our results address longstanding debates over the role of magnetism and crystal structure at the insulator-metal transition 1,2,4,5,24 , while at the same time raising questions about quantum phase transitions in the presence of strong electron correlations. The broad regime of phase coexistence that we observe while tuning U/W adds to a growing list of correlated electron systems that exhibit phase coexistence around a first order quantum phase transition 25 .…”
Section: Discussionsupporting
confidence: 53%
See 1 more Smart Citation
“…Our results address longstanding debates over the role of magnetism and crystal structure at the insulator-metal transition 1,2,4,5,24 , while at the same time raising questions about quantum phase transitions in the presence of strong electron correlations. The broad regime of phase coexistence that we observe while tuning U/W adds to a growing list of correlated electron systems that exhibit phase coexistence around a first order quantum phase transition 25 .…”
Section: Discussionsupporting
confidence: 53%
“…3), where the four-fold splitting of the (2, 2, 0) peak only can be explained by a symmetry of monoclinic or lower. Constraining the symmetry to monoclinic, we obtain (to a 95% confidence level) a = 5.5748(9)Å, b = c = 5.5853(6)Å, β = 89.949 (1) o at 3.86 GPa. The four-fold splitting of (2, 1, 1) at 0.85 GPa (Fig.…”
Section: Lattice Structure Under Pressurementioning
confidence: 91%
“…They can be better ascribed to some thermally activated motion of charge carriers. The reason is that the bare hopping amplitude and bandwidth is strongly reduced due to the translation of a polaronic lattice deformation associated with electron motion 39,40 . If the reduced bandwidth is smaller than the energy of polarization phonons (typically 70 meV in magnetite), small polaron hopping is expected 41 .…”
Section: Magnetotransport Propertiesmentioning
confidence: 99%
“…Vanadium sesquioxide (V 2 O 3 ) is one such oxide, transforming from the antiferromagnetic, insulating monoclinic phase to the paramagnetic, metallic corundum phase at 170 K. [1][2][3] This phase transformation is of great fundamental importance due to its model Mott-Hubbard transition behavior. 4 Recently, a metastable phase of V 2 O 3 with a cubic, bixbyite structure was discovered. 5 This new polymorph has since been the subject of several studies, both fundamental and applied, including its proposed use as a p-type conductor and battery electrode.…”
Section: Introductionmentioning
confidence: 99%