10 of 11 people found the following review helpful:
4.0 out of 5 stars
extended maths examples, December 14, 2007
This review is from: Quantum Computing Explained (Hardcover)
If you already have taken courses in elementary quantum mechanics, McMahon removes much of the mystery about quantum computing. The first portion of the book centres on the mathematical preparation. Describing probability distributions, linear algebra and finding eigenvalues and eigenvectors of a system.
It is only around the middle of the book that we start to seriously encounter quantum computing. Bell's Theorem on quantum entanglement, and the Einstein-Podolsky-Rosen conjecture. Then we get to qubits and quantum searching.
Unlike other books on the subject, McMahon's narrative is generously interspersed with many examples. These tend to be simple mathematically, but they illustrate key points. The problem is that when you read research papers and other texts, much is left to the reader, in terms of verifying the maths. The emphasis in McMahon is indeed on providing extended and simple explanations.
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1 of 1 people found the following review helpful:
5.0 out of 5 stars
An Amazing Text on Quantum Computing, June 2, 2011
This review is from: Quantum Computing Explained (Hardcover)
I cannot give enough positive feedback about this book. Many other textbooks on quantum computing simply state exercises for the reader, but lack any solution manual for personal study. As a computer scientist without any formal training on quantum theory, I've found this to be an essential book for furthering my understanding of the subject.
The author explicitly shows the steps for all of the exercises sprinkled generously throughout the book. This makes someone with an adequate mathematical background able to easily grasp the subject matter, and see why certain things in quantum information work the way they do. Previously many of my assumptions in the field were a result of things I had read in other texts, but that had not been presented in such a clear manner.
If you actually take the time to work along with the author on the exercises (and try to solve them before looking at the solution), I promise, you will gain an intuition for the subject that many other books do not present as clearly.
The scope of the book is incredibly thorough, first touching on the basics of linear algebra in regard to quantum information and moving toward quantum cryptography, entanglement, superdense coding, quantum circuits/algorithms, etc.
Depending on the audience, I would recommend the reader have had some Calculus, Linear Algebra, and Statistics. Of course, the eager reader without the formal training should not be discouraged, as many of the resources can be found throughout the web on such sites as Khan Academy. A thorough understanding of the previously mentioned will ensure you get the most out of this book. I'd highly recommend this book to someone wanting to gain a more in-depth understanding on the innate details of the mathematical process of quantum computing.
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