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Q 3: Quantum Information (Concepts and Methods) I
Monday, March 9, 2020, 11:00–13:00, e001
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11:00 |
Q 3.1 |
Group Report:
Breaking Symmetries in Quantum Control Engineering: Principles and Applications — •Thomas Schulte-Herbrüggen, Ville Bergholm, Witlef Wieczorek, Michael Keyl, Frederik vom Ende, and Amit Devra
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11:30 |
Q 3.2 |
Optimal Control: Scaling of the Control with System Size — •Matthias Mueller
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11:45 |
Q 3.3 |
Sampling scheme for neuromorphic simulation of entangled quantum systems — •Stefanie Czischek, Martin Gärttner, and Thomas Gasenzer
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12:00 |
Q 3.4 |
Chracterizing multipartite entanglement with moments of random correlations — •Andreas Ketterer, Nikolai Wyderka, and Otfried Gühne
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12:15 |
Q 3.5 |
Detecting entanglement of unknown continuous variable states with random measurements — Tatiana Mihaescu, Hermann Kampermann, •Giulio Gianfelici, Aurelian Isar, and Dagmar Bruß
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12:30 |
Q 3.6 |
Proving uncertainty relations with semi-definite programming — •Timo Simnacher, Xiao-Dong Yu, and Otfried Gühne
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12:45 |
Q 3.7 |
Quantum fluctuation relations for generalized quantum measurements — •Konstantin Beyer, Kimmo Luoma, Roope Uola, and Walter Strunz
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