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Self-Testing of Universal and Fault-Tolerant Sets of Quantum Gates (2000)  (Make Corrections)  
Wim van Dam, Frédéric Magniez, Michele Mosca, Miklos Santha



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Abstract: We consider the design of self-testers for quantum gates. A self-tester for the gates F 1 ; : : : ; F m is a classical procedure that, given any gates G1 ; : : : ; Gm , decides with high probability if each G i is close to F i . This decision has to rely only on measuring in the computational basis the effect of iterating the gates on the classical states. It turns out that instead of individual gates, we can only design procedures for families of gates. To achieve our goal we borrow some... (Update)

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BibTeX entry:   (Update)

@inproceedings{ vandam00selftesting,
    author = "Wim van Dam and Fr{\'e}d{\'e}ic Magniez and Michele Mosca and Miklos Santha",
    title = "Self-testing of universal and fault-tolerant sets of quantum gates",
    pages = "688--696",
    year = "2000",
    url = "citeseer.ist.psu.edu/344747.html" }
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168   Algorithms for quantum computation: Discrete logarithm and f.. - Shor - 1997
144   the power of quantum computation - Simon - 1997
126   Rapid solution of problems by quantum computation (context) - Deutsch, Jozsa - 1992  ACM
124   Elementary gates for quantum computation - Barenco, Bennett et al. - 1995
118   the Church-Turing principle and the universal quantum comput.. (context) - Deutsch - 1985
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115   Robust characterizations of polynomials with applications to.. - Rubinfeld, Sudan - 1996  DBLP
92   correcting with applications to numerical problems (context) - Blum, Luby et al. - 1990
90   Quantum cryptography: Public key distribution and coin tossi.. (context) - Bennett, Brassard - 1984
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52   Real algebraic and semi-algebraic sets (context) - Benedetti, Risler - 1990
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