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All this is just preparation for understanding the quantum mechanics, however, and the author does a fine job of linking the mathematical concepts with the applied ideas in quantum theory. This is important, since quantum mechanics is basically a purely mathematical theory. Unlike Einstein's Special and General theories of Relativity, which, although pretty mind-boggling theories in themselves, can still be explained by using more or less intuitive and easy to understand spatial concepts and illustrations. You've probably encountered these in some of the books on the subject, such as doing the fun thought experiment of having two observers, with one travelling at the speed of light and the other stationary, to demonstrate the relativistic effects on space, time, and matter in the case of the Special Theory. But unfortunately those kinds of entertaining and informative thought experiments are difficult to do in quantum mechanics, which is why a book like this that explains the concepts at a relatively high level clearly and concisely is such a great find. Overall, this is an excellent "upgrade" book written by a gifted teacher on a very difficult subject. There are very few books like this that bridge the gap between the purely popular presentations of quantum theory and the very difficult technical quantum physics books.
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