Morse and Feshbach's monumental textbook.

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In summary, the conversation is discussing the possibility of a new edition of a book titled "Mathematical Methods for Physicists" by Arfken, Feshbach, and Morse. It is mentioned that the book was highly regarded in the past, but it is unlikely that a new edition will be published due to lack of profit for the publisher. It is also noted that the authors of the original book have passed away, so a third party would have to undertake a revision.
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  • #2
It's nice to see Arfken offer homage to M&F, which was the bible for all oldtimers. I don't think a new edition is likely, because a publisher will not visualize enough money in it.
 
  • #3
I doubt it, it seems that you can get a copy fairly reasonably, I paid ~$100 each vol back in the late '80's. I agree with Meir, no publisher would ever pick it up, saying that, if it was brought to the attention of Dover Books, they might, they seem to pick up some of the best books out there which are dated.
 
  • #4
Herman Feshbach passed away in 2000, Morse in 1985. A revision would have to be undertaken by a third party.
 
  • #5


I understand the importance of staying updated with the latest research and information in our field. In regards to the question about a new edition of Morse and Feshbach's textbook, it is difficult to say for certain if there will be a new edition published in the future. However, it is worth noting that the original publication of this textbook was in 1953 and it has undergone several revisions since then. The last edition was published in 1981, so it is possible that a new edition may be in the works.

However, it is also important to consider that the field of physics is constantly evolving and new discoveries are being made all the time. Therefore, it may be more beneficial to seek out more recent textbooks or resources that may provide more up-to-date information. I would recommend keeping an eye out for any updates or announcements from the authors or publishers of Morse and Feshbach's textbook, but also exploring other resources to supplement your knowledge.
 

1. What is "Morse and Feshbach's monumental textbook"?

"Morse and Feshbach's monumental textbook" refers to the book titled "Methods of Theoretical Physics" written by Philip M. Morse and Herman Feshbach, which is considered a classic and influential text in the field of theoretical physics.

2. Who are Philip M. Morse and Herman Feshbach?

Philip M. Morse and Herman Feshbach were both prominent American physicists and professors. Morse was known for his work in quantum mechanics and nuclear physics, while Feshbach was known for his contributions to theoretical nuclear physics and many-body theory. They collaborated to write "Methods of Theoretical Physics" which was published in 1953 and has since become a standard reference for graduate-level courses in physics.

3. What topics are covered in "Morse and Feshbach's monumental textbook"?

The book covers a wide range of topics in theoretical physics, including classical mechanics, electromagnetism, quantum mechanics, statistical mechanics, and many-body theory. It also includes chapters on special relativity, quantum field theory, and solid state physics. The book is known for its comprehensive and rigorous treatment of these topics, making it a valuable resource for students and researchers in the field.

4. Is "Morse and Feshbach's monumental textbook" still relevant today?

Yes, "Morse and Feshbach's monumental textbook" is still considered relevant and important in the field of theoretical physics. While some of the content may be outdated due to advances in the field, the book provides a strong foundation and understanding of fundamental concepts that are still applicable today. Many universities still use this textbook as a reference for their physics courses.

5. Are there any other notable features of "Morse and Feshbach's monumental textbook"?

Aside from its thorough coverage of various topics in theoretical physics, "Morse and Feshbach's monumental textbook" also includes numerous exercises and problems for readers to work on, as well as appendices with useful mathematical formulas and tables. The book's clear and concise writing style also makes it accessible to a wide range of readers, from students to experienced researchers.

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