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• W1726578468 abstract "Quantum information theory forms a bridge between the foundations of quantum mechanics and its promising practical potentials. The extensive theoretical research has been conducted during the last decades and the applications such as quantum key distribution and quantum computing promise to provide real technological breakthroughs. Many experimental groups worldwide are working on the practical implementation of the concepts from the quantum information theory. In the recent years a lot of attention has been paid to the certification of truly quantum behavior of some device, claimed to be quantum. This certification can be done by using some established interactive proof in which classical user just by commanding to a quantum device (prover) can make himself sure that the device works as advertised and moreover can actually use it for some particular task. When it comes to quantum computing one has to be sure that a machine uses quantum mechanics for the computational process. Two interesting interactive proofs are developed so far. One of them uses specific computation model, Measurement-based quantum computing, which is performed on a class of highly entangled states, graph states. The difficulty with the implementation of this interactive proof is a big number of provers required for the process. In this thesis we present some initial results of the attempts to construct interactive proof that would use smaller number of provers. Difficulties of the two-prover interactive proof and guidelines for the future research are presented as well as the new three-prover interactive proof for quantum device performing computation by doing single qubit unitary operations." @default.
• W1726578468 created "2016-06-24" @default.
• W1726578468 creator A5030432248 @default.
• W1726578468 date "2014-09-09" @default.
• W1726578468 modified "2023-09-26" @default.
• W1726578468 title "Quantum computing by interrogation" @default.
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• W1726578468 hasPublicationYear "2014" @default.
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