The emergent integrability of the MBL phase can be understood in terms of localized quasiparticles. Latin Rubin rejoins, his attestations receive hump enviously. Slow quenches in a quantum Ising chain: In this poster, by investigating ETH corrections, we show that the QCC is true for a wide class of observables with various symmetries, including many-body operators.
An ensemble is called "stable" when a small number of local measurements cannot significantly modify the probability distribution of the total energy of the system. In this contribution, I want to discuss aspects of the microscopic end of this hierarchy. Using this propagator we can give analytical expressions for the smooth part of the many-body density of states as well as spatial two point correlations for the Lieb-Liniger model.
We aim to explain some key experimental features in terms of peculiar transport properties associated to excitonic condensates . Please do not feel obliged to fill the whole space. A number of representative three-photon states, including, pure states, mixed states, and three-photon N00N states, are prepared and tested for their quantum polarization properties, i.
Coherent exciton transport in double-bilayer graphene Bujnowski, Bogusz We study exciton condensate formation and coherent transport in a sys- tem of two graphene bilayers that are separated by hexagonal boron-nitride.
We investigate the ways in which the dynamics of distinguishable and indistinguishable particles differ. The results are well predicted by random matrix theory.
Observation of Majorization Principle for quantum algorithms via 3-D integrated photonic circuits Giordani, Taira The Majorization Principle is a fundamental statement ruling the dynamics of information processing in optimal and efficient quantum algorithms.
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The Quantum Butterfly Effect and its Semiclassical Derivation Using Interfering Paths Michl, Josef Originating from the context of scrambling of information in black holes, the question of how to diagnose chaos in the classical counterpart of a quantum system started to experience an increasing interest again.
In the context of the foundations of quantum statistical physics, this result justifies the use of statistical ensembles with narrow energy distributions such as canonical or microcanonical ensembles.
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