Quantum teleportation is a technique for transferring quantum information from a sender at one location to a receiver some distance away.
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Quantum teleportation is a technique for transferring quantum information from a sender at one location to a receiver some distance away.
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Understanding quantum teleportation requires a good grounding in finite-dimensional linear algebra, Hilbert spaces and projection matrixes.
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Resources required for quantum teleportation are a communication channel capable of transmitting two classical bits, a means of generating an entangled Bell state of qubits and distributing to two different locations, performing a Bell measurement on one of the Bell state qubits, and manipulating the quantum state of the other qubit from the pair.
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Work in 1998 verified the initial predictions, and the distance of Quantum teleportation was increased in August 2004 to 600 meters, using optical fiber.
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Variant of Quantum teleportation called "open-destination" Quantum teleportation, with receivers located at multiple locations, was demonstrated in 2004 using five-photon entanglement.
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Researchers have successfully used quantum teleportation to transmit information between clouds of gas atoms, notable because the clouds of gas are macroscopic atomic ensembles.
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In 2004, a quantum teleportation experiment was conducted across the Danube River in Vienna, a total of 600 meters.
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The Quantum teleportation fidelity obtained from the linear polarization state at 45° varied between 0.
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Quantum teleportation state being teleported in this experiment is, where and are unknown complex numbers, represents the horizontal polarization state, and represents the vertical polarization state.
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The actual Quantum teleportation occurs when Alice measures her two qubits A, C, in the Bell basis.
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Local explanation of quantum teleportation is put forward by David Deutsch and Patrick Hayden, with respect to the many-worlds interpretation of quantum mechanics.
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Quantum teleportation can improve the errors associated with fault tolerant quantum computation via an arrangement of logic gates.
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