Quantum error correction /
Quantum error correction /
edited by Daniel A. Lidar, University of Southern California, Todd A. Brun, University of Southern California.
- Cambridge : Cambridge University Press, 2013.
- 1 online resource (xxi, 666 pages) : digital, PDF file(s).
Title from publisher's bibliographic system (viewed on 05 Oct 2015).
Introduction to decoherence and noise in open quantum system / Introduction to quantum error correction / Introduction to decoherence-free subspaces and noiseless subsystems / Introduction to quantum dynamical decoupling / Introduction to quantum fault tolerance / Operator quantum error correction / Entanglement-assisted quantum error-correcting codes / Continous-time quantum error correction / Quantum convolutional codes / Nonadditive quantum codes / Iterative quantum coding systems / Algebraic quantum coding theory / Optimizing-based quantum error correction / High-order dynamical decoupling / Combinatorial approaches to dynamical decoupling / Holonomic quantum computation / Fault tolerance for holonomic quantum computation / Fault-tolerant measurement-based quantum computing / Topological codes / Fault-tolerant topological cluster state quantum computing / Experimental quantum error correction / Experimental dynamical decoupling / Architectures / Error correction in quantum communication / Hamiltonian methods in quantum error correction and fault tolerance / Critique of fault-tolerant quantum information processing / Daniel A. Lidar and Todd A. Brun -- Dave Bacon -- Daniel A. Lidar -- Lorenza Viola -- Panos Aliferis -- David Kribs and David Poulin -- Todd A. Brun and Min-Hsiu Hsieh -- Ognyan Oreshkov -- Mark Wilde -- Markus Grassl and Martin Rotteler -- David Poulin -- Andreas Klappenecker -- Andrew Fletcher -- Zhen-Yu and Ren-Bao Liu -- Martin Rotteler and Pawel Wocjan -- Paolo Zanardi -- Ognyan Oreshkov, Todd A. Brun, and Daniel A. Lidar -- Debbie Leung -- Hector Bombin -- Austin Fowler and Kovid Goyal -- Dave Bacon -- Lorenza Viola -- Jacob Taylor -- Marke Wilde -- Eduardo Novais, Eduardo R. Mucciolo, and Harold U. Baranger -- Robert Alicki.
Quantum computation and information is one of the most exciting developments in science and technology of the last twenty years. To achieve large scale quantum computers and communication networks it is essential not only to overcome noise in stored quantum information, but also in general faulty quantum operations. Scalable quantum computers require a far-reaching theory of fault-tolerant quantum computation. This comprehensive text, written by leading experts in the field, focuses on quantum error correction and thoroughly covers the theory as well as experimental and practical issues. The book is not limited to a single approach, but reviews many different methods to control quantum errors, including topological codes, dynamical decoupling and decoherence-free subspaces. Basic subjects as well as advanced theory and a survey of topics from cutting-edge research make this book invaluable both as a pedagogical introduction at the graduate level and as a reference for experts in quantum information science.
9781139034807 (ebook)
Quantum computers.
Error-correcting codes (Information theory)
QA76.889 / .Q835 2013
004.1
Title from publisher's bibliographic system (viewed on 05 Oct 2015).
Introduction to decoherence and noise in open quantum system / Introduction to quantum error correction / Introduction to decoherence-free subspaces and noiseless subsystems / Introduction to quantum dynamical decoupling / Introduction to quantum fault tolerance / Operator quantum error correction / Entanglement-assisted quantum error-correcting codes / Continous-time quantum error correction / Quantum convolutional codes / Nonadditive quantum codes / Iterative quantum coding systems / Algebraic quantum coding theory / Optimizing-based quantum error correction / High-order dynamical decoupling / Combinatorial approaches to dynamical decoupling / Holonomic quantum computation / Fault tolerance for holonomic quantum computation / Fault-tolerant measurement-based quantum computing / Topological codes / Fault-tolerant topological cluster state quantum computing / Experimental quantum error correction / Experimental dynamical decoupling / Architectures / Error correction in quantum communication / Hamiltonian methods in quantum error correction and fault tolerance / Critique of fault-tolerant quantum information processing / Daniel A. Lidar and Todd A. Brun -- Dave Bacon -- Daniel A. Lidar -- Lorenza Viola -- Panos Aliferis -- David Kribs and David Poulin -- Todd A. Brun and Min-Hsiu Hsieh -- Ognyan Oreshkov -- Mark Wilde -- Markus Grassl and Martin Rotteler -- David Poulin -- Andreas Klappenecker -- Andrew Fletcher -- Zhen-Yu and Ren-Bao Liu -- Martin Rotteler and Pawel Wocjan -- Paolo Zanardi -- Ognyan Oreshkov, Todd A. Brun, and Daniel A. Lidar -- Debbie Leung -- Hector Bombin -- Austin Fowler and Kovid Goyal -- Dave Bacon -- Lorenza Viola -- Jacob Taylor -- Marke Wilde -- Eduardo Novais, Eduardo R. Mucciolo, and Harold U. Baranger -- Robert Alicki.
Quantum computation and information is one of the most exciting developments in science and technology of the last twenty years. To achieve large scale quantum computers and communication networks it is essential not only to overcome noise in stored quantum information, but also in general faulty quantum operations. Scalable quantum computers require a far-reaching theory of fault-tolerant quantum computation. This comprehensive text, written by leading experts in the field, focuses on quantum error correction and thoroughly covers the theory as well as experimental and practical issues. The book is not limited to a single approach, but reviews many different methods to control quantum errors, including topological codes, dynamical decoupling and decoherence-free subspaces. Basic subjects as well as advanced theory and a survey of topics from cutting-edge research make this book invaluable both as a pedagogical introduction at the graduate level and as a reference for experts in quantum information science.
9781139034807 (ebook)
Quantum computers.
Error-correcting codes (Information theory)
QA76.889 / .Q835 2013
004.1