Fee Download Quantum Mechanics with Basic Field Theory, by Bipin R. Desai
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Quantum Mechanics with Basic Field Theory, by Bipin R. Desai
Fee Download Quantum Mechanics with Basic Field Theory, by Bipin R. Desai
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Students and instructors alike will find this organized and detailed approach to quantum mechanics ideal for a two-semester graduate course on the subject. This textbook covers, step-by-step, important topics in quantum mechanics, from traditional subjects like bound states, perturbation theory and scattering, to more current topics such as coherent states, quantum Hall effect, spontaneous symmetry breaking, superconductivity, and basic quantum electrodynamics with radiative corrections. The large number of diverse topics are covered in concise, highly focused chapters, and are explained in simple but mathematically rigorous ways. Derivations of results and formulae are carried out from beginning to end, without leaving students to complete them. With over 200 exercises to aid understanding of the subject, this textbook provides a thorough grounding for students planning to enter research in physics. Several exercises are solved in the text, and password-protected solutions for remaining exercises are available to instructors at www.cambridge.org/9780521877602.
- Sales Rank: #2120357 in eBooks
- Published on: 2009-12-03
- Released on: 2009-12-03
- Format: Kindle eBook
Most helpful customer reviews
11 of 11 people found the following review helpful.
My two cents
By giskard
I used this textbook for a series of 3 graduate classes in Quantum Mechanics, in which we basically cover the first 26 chapters.
I think the textbook is easy to follow, one can learn with it the mathematical tools of QM. The one thing I don't like about the book is that is not a reliable reference book (in the sense that unless I went through the whole derivation of the equations I can't be sure that the equation is not missing an h bar, c or a minus), however you must consider that this is the first edition of the book.
Pros
- Covers most of the topics relevant for a physics graduate student.
- Step by Step mathematical derivations
Cons
- Lots of typos
- No solutions to selected problems
13 of 14 people found the following review helpful.
Extremely Detailed Mathematics, Everything Derived for You
By M. Beaumier
As a student of Dr. Desai's, I've had first-hand experience with working through this textbook, in the context of the author's own lectures. This book is extremely good for working through derivations of various quantum mechanics concepts, and mathematically, is quite rigorous. I think this book would be most useful for the graduate student theorist, who is perhaps not as interested in experimental application of quantum mechanics as an experimentalist.
The end of chapter problems are at times esoteric and mathematical, applying linear algebra to deconstruct an operator with no quantum mechanical context, however, often, the mathematics from these problems appear far ahead in the text. I would recommend the student also use another textbook to gain a more 'experimentalist' perspective on quantum mechanics.
This book contains some errors (it is only in its first edition). At times the errors are minor, but other times they can be more significant. The most common error seems to be false equation references, or a missing 'h-bar' and factors of 'c'. Very occasionally (I have seen one or two within the first 300 pages) there is a serious error, such as using an angular momentum vector instead of a magnetic field vector.
I think this book is an excellent resource, and is almost completely self contained. It will teach you the tools and mathematical back-bone of quantum mechanics, but leaves rigorous applications of the subject to the student's imagination.
7 of 8 people found the following review helpful.
Pleasant level of rigor, but fails to explain motivations.
By Lancashire McGee
B. Desai's book on Quantum Mechanics is well-written, but the book lacks structure. Rather than introducing the necessity for a topic, and its physical motivations, the book leaps into derivations of various phenomena, without giving any attention to why the steps in the proof are being taken. Consequently, I think this book is not particularly well-suited to self-teaching; it simply doesn't stand on its own. That being said, it makes an excellent supplement to another work. Whenever derivations or explanations have confused me in other books, Desai usually has a section dedicated to the topic at hand. If buying, I would recommend doing so in conjunction with R. Shankar's Quantum Mechanics. My other minor problem with the text is that it's very dry. Because there are so few explanations as to the motivation for the mathematics, the unending proofs quickly become tiresome.
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