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The Austrian newspaper Der Standard brings an article about an experiment that influences the past (in German).
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The Austrian newspaper Der Standard brings a story about entangled photon pairs in semi-conductor chips (in german).
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The Austrian newspaper Der Standard brings an interview with Ignacio Cirac (in german).
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Quantum Information Toolkit (QIT) is a free, open source numerical toolkit for various quantum information and computing -related purposes, distributed under GPL. It is available for both MATLAB (version 7.6 or newer) and Python 2.6.
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QuCoSi is a C++ library for simulating a quantum computer. Its name is an acronym for Quantum Computer Simulation. QuCoSi allows to build elemental to complex quantum circuits easily using its Qubit and Gate classes. The used qubits and gates are plain column vectors and unitary matrices that can be inspected and modified easily. Its emphasis lies on readability and ease of use instead of speed or optimization.
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The Austrian newpaper Der Standard writes about a new propose experiment to test Planck-scale physics with quantum optics (in german).
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We consider whether or not Hamiltonians which are sums of commuting projectors have "trivial" ground states which can be constructed by a local quantum circuit of bounded depth and range acting on a product state. While the toric code only has nontrivial ground states, commuting projector Hamiltonians which are sums of two-body interactions have trivial ground states.
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A youtube video of a talk by Hartmut Neven
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A list of links at the University of Cambridge.
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Hagar, Amit, "Quantum Computing", The Stanford Encyclopedia of Philosophy (Spring 2011 Edition)
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Quantum Cryptography: An Introduction by Stephanie Wehner
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"An Introduction to Quantum Computing" by Noson S. Yanofsky.
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'Introduction to Quantum Computing' on IBM developerWorks.
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by Eleanor G. Rieffel, Wolfgang Polak
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An Introduction by Jacob West
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A big open question in the quantum information theory concerns feasibility of a self-correcting quantum memory. A quantum state recorded in such memory can be stored reliably for a macroscopic time without need for active error correction if the memory is put in contact with a cold enough thermal bath. In this paper we derive a rigorous lower bound on the memory time $T_{mem}$ of the 3D Cubic Code model which was recently conjectured to have a self-correcting behavior.
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Klaus Mølmer published in 2010 a popular book on Quantum Mechanics, "Kvantemekanik-Atomerens Vilde Verden", followed by public lecture series meeting an audience of more that 2000 people so far, and drawing the attention from the general press towards quantum mechanics research in general, and the AQUTE goals and activities in Aarhus in particular.
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