| |||||||||||||||
Détails sur le produit
Souhaitez-vous compléter ou améliorer les informations sur ce produit ? Ou faire modifier les images?
|
To give just one example, at one point in the book, the author talks about "probability amplitudes", for several pages. The only problem is, he never says what this term is supposed to mean, but he does mention that complex numbers are involved, and other facts. The result after this happens several times is that the reader starts to read entire paragraphs consisting of terminology that's never been defined clearly. The word "operator" is the best example here. It's fine to talk ABOUT operators in indirect, oblique language, but really you don't have a true understanding of what that word means unless you know its precise mathematical definition, or unless you have a clear understanding of the notion of vector space (axiomatically, not "stuff you can add together"). I didn't have this kind of problem with most of the mathematical terminology, because I know it, but the problem comes with the physics -- the physics concepts are essentially mathematical, and trying to explain them without using mathematics is like trying to understand Shakespeare without being able to read English -- you can always give a vague, hazy account, but not much more.
The book is well-written (aside from an overly-biased presentation of the philosophical aspects), but I think it tries to have its cake and eat it too. It says it's free of mathematics, but this isn't really the case. The whole text is fully of talk about operators, vectors, vector spaces, equations, probability theory, and so on. It's the _symbolism_, not the math, that's missing (except for the appendix, which thoroughly confused me, mainly because terms were introduced without precise definition, and the notation was the physicist's notation, not mathematician's notation...)
This book was confusing to me, but the reason was because it had too LITTLE math, not too much.
Granted, that the author is eminent in this field and was himself a student of the great Paul Dirac. However, this book does not sit easily in a series designed to make a subject approachable to the novice. It has far too much esoteric maths than is good for a book of this genre. An ever stronger criticism is the fact that instead of keeping to basic physics ideas such as the double slit experiment (which this book does well!) and then developing the ideas of atomic structure, and the uncertainty principle, it dwells on things like operators and such like.
If you want a good introduction to Quantum Theory, look no further than the books by George Gamow's "The New World of Mr Tompkins" or "Mr Tomkins in paperback", or, "Uncle Albert and the Quantum Quest".
|