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Classical and Quantum Information Theory : An Introduction for the Telecom Scientist by Emmanuel Desurvire (2009, Hardcover)

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Information theory lies at the heart of modern technology, underpinning all communications, networking, and data storage systems. Throughout, the reader is introduced to key results without becoming lost in mathematical details.

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Product Information

For the first time, this book sets out a complete overview of both classical and quantum information theory, covering key topics such as coding, compression, error-correction, cryptography, and channel capacity. Highly illustrated, with numerous practical examples and end-of-chapter exercises, this is ideal for graduate students, researchers and practitioners in industry.

Product Identifiers

Publisher
Cambridge University Press
ISBN-10
0521881714
ISBN-13
9780521881715
eBay Product ID (ePID)
66932007

Product Key Features

Author
Emmanuel Desurvire
Publication Name
Classical and Quantum Information Theory : an Introduction for the Telecom Scientist
Format
Hardcover
Language
English
Publication Year
2009
Type
Textbook
Number of Pages
714 Pages

Dimensions

Item Length
10in
Item Height
1.5in
Item Width
7in
Item Weight
54.7 Oz

Additional Product Features

Lc Classification Number
Qc174.12.D455 2009
Reviews
'The book would make an excellent text for an upper division graduate course in Electrical Engineering that might run one or two semesters. Meaningful problems, with a range of difficulty, are provided (answers are available from the publisher). The format and style of the book also make it a great choice for self-study. I recommend it highly.' Ivan P. Kaminow, University of California, Berkeley, 'The most interesting presentation on quantum cryptography I have read. I really enjoyed reading the book and learned a lot. I am confident that readers will discover an original and interesting viewpoint on information theory.' Ivan Favero, Universit Paris Diderot - CNRS, 'The entire work is well and clearly presented with a mathematical background, and can be a good handbook for those which study the quantum information theory domain.' Zentralblatt MATH, 'The most interesting presentation on quantum cryptography I have read. I really enjoyed reading the book and learned a lot. I am confident that readers will discover an original and interesting viewpoint on information theory.' Ivan Favero, Universit_ Paris Diderot - CNRS, 'The most interesting presentation on quantum cryptography I have read. I really enjoyed reading the book and learned a lot. I am confident that readers will discover an original and interesting viewpoint on information theory.' Ivan Favero, Universitè Paris Diderot - CNRS, "The author is an extremely eminent researcher in optical communications. Hence, he has impeccable credentials for writing this book. He brings a direct industrial perspective to this endeavor. That expertise has resulted in a first-class text that will be well received by those who have the privilege to teach future generations of telecom scientists." K. Alan Shore, Optics and Photonics News
Table of Content
1. Probabilities basics; 2. Probability distributions; 3. Measuring information; 4. Entropy; 5. Mutual information and more entropies; 6. Differential entropy; 7. Algorithmic entropy and Kolmogorov complexity; 8. Information coding; 9. Optimal coding and compression; 10. Integer, arithmetic and adaptive coding; 11. Error correction; 12. Channel entropy; 13. Channel capacity and coding theorem; 14. Gaussian channel and Shannon-Hartley theorem; 15. Reversible computation; 16. Quantum bits and quantum gates; 17. Quantum measurments; 18. Qubit measurements, superdense coding and quantum teleportation; 19. Deutsch/Jozsa alorithms and quantum fourier transform; 20. Shor's factorization algorithm; 21. Quantum information theory; 22. Quantum compression; 23. Quantum channel noise and channel capacity; 24. Quantum error correction; 25. Classical and quantum cryptography; Appendix A. Boltzmann's entropy; Appendix B. Shannon's entropy; Appendix C. Maximum entropy of discrete sources; Appendix D. Markov chains and the second law of thermodynamics; Appendix E. From discrete to continuous entropy; Appendix F. Kraft-McMillan inequality; Appendix G. Overview of data compression standards; Appendix H. Arithmetic coding algorithm; Appendix I. Lempel-Ziv distinct parsing; Appendix J. Error-correction capability of linear block codes; Appendix K. Capacity of binary communication channels; Appendix L. Converse proof of the Channel Coding Theorem; Appendix M. Block sphere representation of the qubit; Appendix N. Pauli matrices, rotations and unitary operators; Appendix O. Heisenberg Uncertainty Principle; Appendix P. Two qubit teleportation; Appendix Q. Quantum Fourier transform circuit; Appendix R. Properties of continued fraction expansion; Appendix S. Computation of inverse Fourier transform in the factoring of N=21 through Shor's algorithm; Appendix T. Modular arithmetic and Euler's Theorem; Appendix U. Klein's inequality; Appendix V. Schmidt decomposition of joint pure states; Appendix W. State purification; Appendix X. Holevo bound; Appendix Y. Polynomial byte representation and modular multiplication.
Copyright Date
2009
Target Audience
Scholarly & Professional
Topic
Physics / Quantum Theory, Information Theory, Signals & Signal Processing
Lccn
2008-038909
Dewey Decimal
530.12
Dewey Edition
22
Illustrated
Yes
Genre
Computers, Technology & Engineering, Science

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Classical and Quantum Information Theory : An Introduction for the Telecom Scientist by Emmanuel Desurvire (2009, Hardcover)

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item 1 Classical and Quantum Information Theory: An Introduction for the Telecom Scient

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