Dirac's Principles of Quantum Mechanics

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Discussion Overview

The discussion revolves around the merits of Dirac's "Principles of Quantum Mechanics" compared to other quantum mechanics textbooks, particularly those by David Bohm, Griffiths, and Shankar. Participants explore the historical significance, accessibility, and pedagogical approaches of these texts, addressing their suitability for different levels of understanding in quantum mechanics.

Discussion Character

  • Debate/contested
  • Technical explanation
  • Conceptual clarification

Main Points Raised

  • Some participants argue that Dirac's book is historically significant and offers concise insights into quantum mechanics, while others believe it may not be the best choice for beginners.
  • Several participants express a preference for David Bohm's quantum theory, citing its clarity and the author's approach to explaining the transition from classical to quantum mechanics.
  • There are claims that Bohm's book is self-contained and does not require prior knowledge of modern physics, making it accessible to readers with a background in classical mechanics and mathematics.
  • Some participants note that Dirac's book does not assume much from the reader's physics background, which they see as an advantage.
  • Concerns are raised about the relevance of older physics texts, with some arguing that the age of a book diminishes its value, while others disagree with this perspective.
  • A few participants suggest that the poll results regarding the best textbook may be skewed by mentions of introductory texts that do not compare to Dirac's work.
  • One participant shares their personal experience reading Dirac's book alongside Griffiths, noting the clarity and development of concepts like bra-ket notation and the delta function.

Areas of Agreement / Disagreement

Participants express a range of opinions on the relative merits of Dirac's book versus those of Bohm, Griffiths, and Shankar. There is no consensus on which text is definitively superior, and multiple competing views remain regarding their suitability for different audiences.

Contextual Notes

Some participants mention the need for a solid understanding of classical mechanics and mathematics to fully appreciate the content of the discussed texts, indicating a potential limitation for readers without that background.

Is Dirac's "Principles of Quantum Mechanics" the best quantum book?

  • Yes

    Votes: 6 40.0%
  • No

    Votes: 9 60.0%

  • Total voters
    15
Geremia
Messages
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Dirac's "Principles of Quantum Mechanics"

Is Dirac's http://www.worldcat.org/oclc/10194741" the best physics book since the Principia? Thanks
 
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The The Principia is horrible! I am sure Dirac's book had some merit at the time, but that was before Shanker cane out.
 


Definetely not. I put my money on David bohm's quantum theory
 


I have the quantum theory by bohm. I used it last year along with griffiths while taking my first intro QM course. Bohm expects you to know classical mechanics and E&M. In fact, he used E&M in the first chapter actually. So I think its better to stick with Griffiths or Shankar for an comprehensive introduction to QM. Especially if you are not familiar in basic E&M. But then the Bohm book is so cheap that you can't really beat it. (Reason I bought it in the first place heheh)
 


Just a little context: I read Griffiths when I first learned quantum and Mertzbacher and Cohn-Tannoudji as a more advanced text. I really liked Cohn-Tannoudji as a textbook. Now that I know quantum at the intermediate level, Dirac's Principles is very good; the first chapter alone is worth the price of the book, but everything else—from his introduction of the Dirac δ function all the way to his derivation of the Dirac equation—is very concisely and beautifully written. I wanted to start this thread to figure out why there seems to be so many adverse reactions to Dirac's Principles.
 


noblegas said:
Definetely not. I put my money on David bohm's quantum theory
I have heard that one is good, too. Is it suited for those who already have some quantum experience?
 


Geremia said:
I have heard that one is good, too. Is it suited for those who already have some quantum experience?

He just assumes that the reader should know: classical mechanics, calculus and differential equations and the basics of linear algebra. I don't even think the book requires to have prior knowledge of modern physics, the book is so self-contained .What I like best about Bohm's book is that he explains why the laws of classical mechanics in the area of the universe and why scientists must developed an entirely new set of laws to explain the strange new physical phenomena occurring at the subatomic realm. He also goes into detain of how the quantum mechanics experiments where conducted and developed. Whereas QM books written by Peebles fail to present a mindset for the student to transition from a CM mindset to a QM mindset, and expects us just to easily accept that a Schrödinger's equation is apt at explaining subatomic phenomena better than Newton's laws of motion without an explanation why the former is superior to the latter.
 


noblegas said:
He just assumes that the reader should know: classical mechanics, calculus and differential equations and the basics of linear algebra. I don't even think the book requires to have prior knowledge of modern physics, the book is so self-contained .What I like best about Bohm's book is that he explains why the laws of classical mechanics in the area of the universe and why scientists must developed an entirely new set of laws to explain the strange new physical phenomena occurring at the subatomic realm. He also goes into detain of how the quantum mechanics experiments where conducted and developed. Whereas QM books written by Peebles fail to present a mindset for the student to transition from a CM mindset to a QM mindset, and expects us just to easily accept that a Schrödinger's equation is apt at explaining subatomic phenomena better than Newton's laws of motion without an explanation why the former is superior to the latter.

I still think Dirac's Principles is probably better; it was written ~20 years before Bohm, is more significant historically, and gives so much insight into quantum in only ~300 pages, half of Bohm's book. Dirac doesn't assume much from the reader's physics background, either.
 


Geremia said:
I still think Dirac's Principles is probably better; it was written ~20 years before Bohm, is more significant historically, and gives so much insight into quantum in only ~300 pages, half of Bohm's book. Dirac doesn't assume much from the reader's physics background, either.

Physics books are not philosophy or other classical literature. The older a physics book is, the more irrelevant it gets. There are some exceptions, but Dirac is not one of them. Shanker is similar to Dirac, but has a more modern insight.
 
  • #10


Pinu7 said:
Physics books are not philosophy or other classical literature. The older a physics book is, the more irrelevant it gets.
I disagree.
 
  • #11


I think the poll results are skewed by the fact that some responders mention first level books that don't come close to Dirac. I think Griffith's (Ask him.) and Bohm would acknowledge that Dirac is better, but they have tried to dumb it down it for undergraduates.
 
  • #12


clem said:
I think the poll results are skewed by the fact that some responders mention first level books that don't come close to Dirac. I think Griffith's (Ask him.) and Bohm would acknowledge that Dirac is better, but they have tried to dumb it down it for undergraduates.
That is for sure.
 
  • #13


I am currently reading Principles (along with Griffith's book) to teach myself quantum mechanics (after hilariously oversubscribing myself and being forced to drop the quantum mechanics section I was taking this semester), and have found it quite a neat book so far. The writing is much better than the textbook we were using in class, and I find it rather interesting to see him slowly developing the bra-ket notation and his delta function. Some of the results are quite presaging; for example, when he showed that in general a complete set of eigenkets could be expressed as a sum of discrete eigenkets and an integral over a continuous range, it was obvious that that would later show up in the quantization of electron energy levels, and the continuous electron spectrum outside of atoms.

I can't really compare it to Griffith's or Bohm's because I haven't looked at the former yet and wasn't solid enough on the right kind of math to follow the latter completely. I'd say it's quite a good book and immensely better than the text we were using in class, Gasiorowicz, though.
 

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