Квантовая релятивистская информатика. Ч. 4: элементы квантовой релятивистской теории информации и квантового программирования
Боковая панель статьи
Основное содержимое статьи
Аннотация
Рассмотрены алгоритмические и физические особенности основных моделей квантовых операторов, применяемых при конструировании квантовых алгоритмов. Моделирование квантовых алгоритмических ячеек рассмотрено с позиции квантового программирования. Кратко описаны основные языки квантового программирования и факты квантовой релятивистской теории информации.
Скачивания
Информация о статье
Библиографические ссылки
Kitaev A.Yu., Shen A.H., Vyaly M.N. Classical and quantum computation. – N.Y.: AMS, 2002.
Brylinski F.K. and Chen G. (Eds). Mathematics of quantum computation. – Computational Mathematics Series. – CRC Press Co, 2002.
Ulyanov S.V., Litvintseva L.V., Ulyanov I.S. and Ulyanov S.S. Quantum information and quantum computational intelligence: Quantum decision making and search algorithms // Note del Polo Ricerca, Università degli Studi di Milano (Polo Didattico e di Ricerca di Crema). – Milan, 2005. – Vols. 84, 85.
Stenholm S. and Suominen K.-A. Quantum approach to informatics. – Wiley- Interscience. J. Wiley&Sons, Inc, 2005.
Marinescu D.C. and Marinescu G.M. Approaching quantum computing. – Pearson Prentice Hall, New Jersey, 2005.
Benenti G., Casati G., Strini G. Principles of quantum computation and information. – Singapore: World Scientific. – 2004. – Vol. I; – 2007. – Vol. II.
Janzing D. Computer science approach to quantum control. – Habilitation: Univ. Karlsruhe (TH) Publ. Germany. – 2006.
Jaeger G. Quantum Information: An overview. – N.Y.: Springer Verlag, 2007.
Kaye P., Laflamme R. and Mosca M. An introduction to quantum computing. – N.Y.: Oxford University Press, 2007.
McMahon D. Quantum computing explained. – Wiley Interscience. A J. Wiley Sons, Inc, 2008.
Lanzagorta M. and Uhlmann J. Quantum computer science. – Morgan & Claypool Publ. – Series: SYNTHESIS LECTURES ON QUANTUM COMPUTING (Lecture #2). – 2009.
Nakahara M. and Ohmi T. Quantum computing: From Linear Algebra to Physical Realizations. – Taylor & Francis, 2008.
Chen G., Kauffman L., and Lomonaco S. J. Mathematics of Quantum Computation and Quantum Technology. – N.Y.: Chapman Hall/CRC (Applied Mathematics and Nonlinear Science Series), 2008.
Chen G.,. Church D.A., Englert B.-G., Henkel C., Rohwedder B., Scully M.O. and Zubairy M.S. Quantum Computing Devices: Principles, Designs, and Analysis. – N.Y.: Chapman Hall/CRC (Applied Mathematics and Nonlinear Science Series), 2008.
McMahon D. Quantum computing explained. – N.J.: John Wiley & Sons, 2008.
Yanofsky N.S. and Mannucci M.A. Quantum Computing for Computer Scientists. – Cambridge University Press. – 2008.
Chen G. and Diao С. Mathematical Theory of Quantum Computation. – N.Y.: Chapman Hall/CRC (Applied Mathematics and Nonlinear Science Series), 2009.
Kholevo A.S. Quantum systems, channels, and information. – M.: МЦНМО. – 2010 (in Russian).
Batty M., Braunstein S.L., Duncan A.J. and Rees S. Quantum algorithms in group theory // http:// arXiv: quant-ph/0310133v1. – 21 Oct 2003. – P. 52.
Quantum Algorithms: Shor's algorithm, Grover's algorithm, Quantum logic, Quantum algorithm, Quantum Fourier transform, Deutsch-Jozsa algorithms. – Books LLC. – 2010.
Ulyanov S.V., Litvintseva L.V., Ulyanov I.S. et all. Quantum information and quantum computational intelligence: Applied quantum soft computing in AI, computer science, quantum games and selforganization, informatics and design of intelligent wise robust control. Note del Polo Ricerca. Milano: Universita degli Studi di Milano Publ. – 2007. – Vol. 86.
Ulyanov S.V., Litvintseva L.V., Ulyanov I.S. et all. Quantum information and quantum computational intelligence: Quantum feedback control models – Physical limits, information bounds, and informationdisturbance trade-off. Note del Polo Ricerca. Milano: Universita degli Studi di Milano Publ. – 2006. – Vol. 81.
Ulyanov S.V., Litvintseva L.V., Ulyanov I.S. et all. Quantum information and quantum computational intelligence: Quantum optimal control and filtering – Stability, robustness, and self-organization models in nanotechnologies. Note del Polo Ricerca. Milano: Universita degli Studi di Milano Publ. – 2007. – Vol. 82.
Nielsen M.A., Chuang I.L. Quantum computation and quantum information. Cambridge: University Press, 2000.
Ulyanov S.V., Litvintseva L.V., Ulyanov S.S. Quantum information and quantum computational intelligence: Quantum probability, physics of quantum information and information geometry, quantum computational logic and quantum complexity. Note del Polo Ricerca. Milano: Universita degli Studi di Milano Publ. – 2005. – Vol. 83.
Benenti G., Casati G., Strini G. Principles of quantum computation and information. Singapore: World Scientific. – 2004. – Vol. I; 2004. – V. II.
Janzing D. Computer science approach to quantum control. Habilitation: Univ. Karlsruhe (TH) Publ. Germany, 2006.
Selinger P. Towards a quantum programming language // Math. Struct. In Comp. Science. – 2004. – Vol. 14. – Pp. 527-586.
Bettelli S., Calarco T., Serafini L. Toward an architecture for quantum programming // arXiv:cs/0103009v3 [cs.PL]. – 27 Mar 2003.
Mauerer W. Semantics and simulation of communication in quantum programming. – Diploma Thesis. – 2005. – University Erlangen Nuremberg, May 2005.
Tafliovich A. Predicative Quantum Programming. - A thesis submitted in conformity with the requirements for the degree of Doctor of Philosophy Graduate Department of Computer Science University of Toronto. – 2010.
Chakraborty A. QuECT: A new quantum programming paradigm // arXiv:1104.0497v1 [quant-ph] 4 Apr 2011.
Gawron P, Klamka J., Miszczak J.A., Winiarczyk R. Extending scientific computing system with structural quantum programming capabilities // BULLETIN OF THE POLISH ACADEMY OF SCIENCES TECHNICAL SCIENCES. – 2010. – Vol. 58. – №. 1.
Green A.S., Lumsdaine P., Rosss N.J. Quipper: A scalable quantum programming language // arXiv:1304.3390v1 [cs.PL]. – 11 Apr 2013.