Book recommendation for vector calculus.

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SUMMARY

The discussion centers on book recommendations for learning vector calculus, particularly in the context of physics. Users suggest "Mathematical Methods for Physicists" by Arfken as a reference but recommend it is not ideal for beginners. "Div, Grad, Curl & All That" is highlighted as a more suitable introductory text, authored by a physicist, providing foundational concepts. Additionally, Joseph Coffin's book is mentioned for its practical applications and comprehensive formula appendix.

PREREQUISITES
  • Basic understanding of calculus concepts
  • Familiarity with physics principles
  • Knowledge of vector operations
  • Experience with mathematical notation
NEXT STEPS
  • Explore "Div, Grad, Curl & All That" for foundational vector calculus concepts
  • Read Joseph Coffin's book for applications of vector calculus in physics
  • Study the Feynman Lectures for a conceptual understanding of physics
  • Investigate additional resources on mathematical methods for physicists
USEFUL FOR

Students of physics, educators teaching vector calculus, and anyone seeking to strengthen their understanding of mathematical methods in physics.

Fjolvar
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Hello, I'm learning vector calculus in my physics class. We're using Mathematical methods for Physicists by Arfken, but I think it makes a better reference source than something to learn the concepts from. I've downloaded the Feynman lectures which seem to be pretty good so far, but I was wondering if there's another book that someone could recommend.. starting with the very basics. Thanks!
 
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I guess everyone must have taken courses which thoroughly explained the subject.
 
Div, Grad, Curl & All That covers that stuff, and was also written by a physicist, like a lot of good books on that stuff actually. joseph coffin also wrote a good one; the last third or so is all about applications to physics, and an appendix with a big list of all the important formulas
 
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