Quantum error-control codes
Information is physical. It is sensible to use quantum mechanics as a basis of computation and information processing [19]. Here at the intersection of information theory, computing, and physics, mathematicians and computer scientists must think in terms of the quantum physical realizations of me...
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sg-ntu-dr.10356-1472832023-02-28T19:16:09Z Quantum error-control codes Ezerman, Martianus Frederic W. C. Huffman J.-L. Kim P. Solé School of Physical and Mathematical Sciences Science::Mathematics Quantum Codes Information Theory Information is physical. It is sensible to use quantum mechanics as a basis of computation and information processing [19]. Here at the intersection of information theory, computing, and physics, mathematicians and computer scientists must think in terms of the quantum physical realizations of mes- sages. The often philosophical debates among physicists over the nature and interpretations of quantum mechanics shift to harnessing its power for infor- mation processing and testing the theory for completeness. One cannot directly access information stored and processed in massively entangled quantum systems without destroying the content. Turning large- scale quantum computing into practical reality is massively challenging. To start with, it requires techniques for error control that are much more complex than those implemented effectively in classical systems. As a quantum system grows in size and circuit depth, error control becomes ever more important. Accepted version 2022-01-14T02:12:04Z 2022-01-14T02:12:04Z 2021 Book Chapter Ezerman, M. F. (2021). Quantum error-control codes. W. C. Huffman, J.-L. Kim & P. Solé (Eds.), Concise Encyclopedia of Coding Theory (pp. 657-672). CRC Press. https://hdl.handle.net/10356/147283 9781138551992 https://hdl.handle.net/10356/147283 657 672 en M4080456 Concise Encyclopedia of Coding Theory This is an Accepted Manuscript of a book chapter published by CRC Press in Concise Encyclopedia of Coding Theory on 26 Mar 2021, available online at http://www.routledge.com/9781138551992. application/pdf CRC Press |
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Science::Mathematics Quantum Codes Information Theory Ezerman, Martianus Frederic Quantum error-control codes |
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Information is physical. It is sensible to use quantum mechanics as a
basis of computation and information processing [19]. Here at the intersection
of information theory, computing, and physics, mathematicians and computer
scientists must think in terms of the quantum physical realizations of mes-
sages. The often philosophical debates among physicists over the nature and
interpretations of quantum mechanics shift to harnessing its power for infor-
mation processing and testing the theory for completeness.
One cannot directly access information stored and processed in massively
entangled quantum systems without destroying the content. Turning large-
scale quantum computing into practical reality is massively challenging. To
start with, it requires techniques for error control that are much more complex
than those implemented effectively in classical systems. As a quantum system
grows in size and circuit depth, error control becomes ever more important. |
author2 |
W. C. Huffman |
author_facet |
W. C. Huffman Ezerman, Martianus Frederic |
format |
Book Chapter |
author |
Ezerman, Martianus Frederic |
author_sort |
Ezerman, Martianus Frederic |
title |
Quantum error-control codes |
title_short |
Quantum error-control codes |
title_full |
Quantum error-control codes |
title_fullStr |
Quantum error-control codes |
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Quantum error-control codes |
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quantum error-control codes |
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CRC Press |
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2022 |
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https://hdl.handle.net/10356/147283 |
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1759852926812028928 |