Series of Books on Math/Physics?

In summary, the conversation discusses book recommendations for physics and mathematics. Some suggestions mentioned include a 10 volume course on theoretical physics by Walter Greiner, a two-part tome on classical mechanics, a 5 volume course on theoretical physics, and the Manchester Physics Series. Other mentioned series include the M.I.T. Berkeley Physics Series, Serge Lang, Michael Spivak, Richard Courant, Tom Apostol, and Analysis I, II, III by Amann/Escher. The conversation ends with a link to a list of all series published by Springer and a comment about having a lot of time to read all of these recommendations.
  • #1
sponsoredwalk
533
5
Think this would be a good thread to get going as I've only recently made some discoveries
that were very helpful & new suggestions are definitely welcome.

Obviously there is the strandard https://www.amazon.com/dp/0750628960/?tag=pfamazon01-20
but what else it there hidden away that isn't mentioned in nearly every thread on
physicsforums asking for book recommendations? Well, first off I found this amazing 10
volume course on theoretical physics by Walter Greiner that simply looks astonishing!
Browsing around I found this basically unmentioned two-part tome on classical mechanics
by https://www.amazon.com/dp/0471091448/?tag=pfamazon01-20 which I found in my library and the contents are superb.
This should be read by every undergraduate as far as I can ascertain from reading it.
Another discovery is https://www.amazon.com/dp/0126546703/?tag=pfamazon01-20 5 volume course on theoretical physics :biggrin:
In England there is a whole course published called the Manchester Physics Series that has
barely been mentioned on here I think people would find interesting.
Of course there are two separate M.I.T. Berkeley Physics Series by https://www.amazon.com/dp/0393099709/?tag=pfamazon01-20.
https://www.amazon.com/dp/013805326X/?tag=pfamazon01-20 could also be considered a series.
As for mathematics I would call Serge Lang, Michael Spivak, Richard Courant & Tom Apostol all a series.

So, let the rare and unmentioned recommendations fly in!:biggrin:

 
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  • #3
i like how you were expecting so much more people to reply:biggrin:
 
  • #4
On the math side, Analysis I, II, III by Amann/Escher is a great series :)
 
  • #5
You, sir, must have a lot of time on your hands! I have my hands full with just anyone of these suggestions in my spare time.
 
  • #6
I used Greiner's text on the electroweak theory and it was excellent.

Taylor's classical mechanics text is also pretty good.
 

1. What topics are covered in the series?

The series covers a wide range of topics in mathematics and physics, including algebra, calculus, mechanics, thermodynamics, electromagnetism, and quantum mechanics.

2. Are the books suitable for beginners or advanced readers?

The series is designed for readers with a basic understanding of math and physics, but can also be useful for more advanced readers looking for a comprehensive review or deeper understanding of the topics.

3. Are the books theoretical or applied?

The books strike a balance between theory and application, providing both a solid theoretical foundation and practical examples and problems to reinforce the concepts.

4. How are the books organized?

The books are organized in a logical and sequential manner, with each chapter building upon the previous ones. Key concepts and equations are highlighted, and each chapter includes exercises and solutions for practice and review.

5. Can the series be used as a textbook for a course?

While the series is not specifically designed as a textbook, it can certainly be used as a supplemental resource for a math or physics course. The clear explanations and numerous examples make it a valuable reference for students of all levels.

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