TT 5: Correlated Electrons - (General) Theory
Montag, 26. März 2007, 14:00–18:00, H18
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14:00 |
TT 5.1 |
Hauptvortrag:
Time-dependent density-functional theory: the framework, applications and recent developments — •Lucia Reining
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14:30 |
TT 5.2 |
Determining the ordered orbital and spin momentum as well as orbital order with the use of sum-rules in x-ray resonant scattering. — •M. W. Haverkort, C. Schüßler-Langeheine, T. Willers, and L. H. Tjeng
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14:45 |
TT 5.3 |
Kinks in the dispersion of strongly correlated electrons — •Marcus Kollar, Krzysztof Byczuk, Karsten Held, Yi-Feng Yang, Igor Nekrasov, Thomas Pruschke, and Dieter Vollhardt
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15:00 |
TT 5.4 |
Dynamical vertex approximation — a step beyond dynamical mean field theory — •Alessandro Toschi, Andrey Katanin, and Karsten Held
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15:15 |
TT 5.5 |
Nature and order of orbital-selective Mott transitions — •Nils Blümer and Krunoslav Požgajčić
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15:30 |
TT 5.6 |
Ab-initio wavefunction-based methods for solids: correlation corrections to the band structure of oxide compounds — •Liviu Hozoi, Uwe Birkenheuer, and Peter Fulde
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15:45 |
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15 min. break
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16:00 |
TT 5.7 |
Hauptvortrag:
Electronic Correlations in Electron-Transfer Systems — •Ralf Bulla, Sabine Tornow, and Frithjof Anders
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16:30 |
TT 5.8 |
Charge transfer through DNA and peptides: The role of electron correlations — •Sabine Tornow, F. Anders, and R. Bulla
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16:45 |
TT 5.9 |
Competition of Pomeranchuk instability and superconductivity — •hiroyuki yamase and walter metzner
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17:00 |
TT 5.10 |
Nonequilibrium functional renormalization group for interacting fermionic quantum systems — •Severin Jakobs, Volker Meden, and Herbert Schoeller
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17:15 |
TT 5.11 |
Konkurrenz von Supraleitung und Ladungsordnung im zweidimensionalen Holstein-Modell — •Steffen Sykora, Arnd Hübsch und Klaus Becker
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17:30 |
TT 5.12 |
Constructing an exact CSL Hamiltonian — •Ronny Thomale, Darrell Schroeter, Eliot Kapit, and Martin Greiter
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17:45 |
TT 5.13 |
Magnetic phases of the t-J model at low doping — •Juergen Falb, Marcello Barbosa da Silva Neto, and Alejandro Muramatsu
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