Titlebook: Quantum Information; An Overview Gregg Jaeger Textbook 2007 Springer-Verlag New York 2007 distribution.entropy.interferometer.interferometr

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Quantum algorithms,l . grow exponentially. Quantum algorithms are thus designed to map such large superposition states back to the computational basis in a way that allows them to be read out efficiently.. In some cases, quantum algorithms are exponentially faster than any corresponding classical algorithm.

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Qubits, it from a . in a classical-physical system capable of storing it.. This difference arises primarily from the superposition principle of quantum mechanics; despite its being bivalent in the chosen computational basis, a qubit system can be in one of an . of significant states, whereas a bit is capab

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Classical information and communication,stored in or transferred by classical mechanical systems. Quantum information theory has also largely consisted of the extension of methods developed for classical information to analogous situations involving quantum systems. Furthermore, because measurements of quantum systems produce classical in

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Quantum information,developed. It has been constructed largely by the generalization to this context of elements of traditional information theory, which have been designed to explain the transmission, storage, and processing information using classical means. The mathematical description of quantum systems differs fun

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Quantum entanglement,states of a quantum system that begin with a given initial state and end with the corresponding final state. It is manifested, for example, in the two-slit interferometer and the double Mach-Zehnder interferometer discussed in Chapters 1 and 3, respectively. Most important, when the indistinguishabi

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Entangled multipartite systems, mixed states of systems with arbitrary numbers of subsystems. At present, the bipartite case is the only one in which definitive results may be said to have been obtained, by reference to the number of Bell states asymptotically interconvertible by local operations and classical communication to ot

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