Stuttgart 2012 –
wissenschaftliches Programm
Q 31: Quanteninformation: Konzepte und Methoden 4
Dienstag, 13. März 2012, 14:00–16:00, V7.01
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14:00 |
Q 31.1 |
Optimal generalized variance and quantum Fisher information — •Géza Tóth and Dénes Petz
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14:15 |
Q 31.2 |
Mapping the spatial distribution of entanglement in optical lattices — Emilio Alba, •Géza Tóth, and Juan José García-Ripoll
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14:30 |
Q 31.3 |
How the dynamics of a continuous quantum field can be encoded by discrete ensembles — •Zoltan Kadar, Michael Keyl, and Zoltan Zimboras
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14:45 |
Q 31.4 |
Uncertainty relations and the Wehrl entropy — •Kedar S. Ranade and Wolfgang P. Schleich
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15:00 |
Q 31.5 |
Spin squeezing and entanglement in systems of spin-j particles — •Giuseppe Vitagliano, Philipp Hyllus, Iñigo Egusquiza, and Géza Tóth
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15:15 |
Q 31.6 |
Asymptotic Evolution of Quantum Markov Chains — •Jaroslav Novotny and Gernot Alber
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15:30 |
Q 31.7 |
Equilibration and thermalization in closed quantum systems — •Christian Gogolin, Arnau Riera, and Jens Eisert
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15:45 |
Q 31.8 |
Optimal teleportation with a noisy source — •Bruno G. Taketani, Fernando de Melo, and Ruynet L. de Matos Filho
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