What Are the Best Textbooks for Learning Mathematics Through Physics?

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SUMMARY

The discussion centers on the search for effective textbooks that teach mathematics through the lens of physics, specifically for hobbyists working on projects like fluxgate magnetometers. The user has identified "Mathematics for Physics I" by Michael Stone and Paul Goldbart but finds it challenging to understand. They seek simpler alternatives that focus on the relationship between mathematics and physics without excessive exercises or examples from unrelated disciplines.

PREREQUISITES
  • Basic understanding of calculus concepts
  • Familiarity with physics principles relevant to mathematics
  • Interest in applied mathematics in physical contexts
  • Experience with self-directed learning
NEXT STEPS
  • Research "Mathematics for Physics II" by Michael Stone and Paul Goldbart for advanced concepts
  • Explore "Mathematical Methods for Physics and Engineering" by Riley, Hobson, and Bence for a comprehensive approach
  • Investigate "The Feynman Lectures on Physics" for intuitive explanations of physical concepts
  • Look into online courses or resources that integrate mathematics with physics applications
USEFUL FOR

This discussion is beneficial for hobbyists, self-learners, and individuals seeking to bridge the gap between mathematics and physics, particularly those working on practical projects that require a solid understanding of calculus and physics principles.

tarakan
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Hello
I would like to know if there are any good textbooks that can teach mathematics in relationship to physics or explain the usage of popular physical formulæ. I am a hobbyist and I need to have a better understanding of the Calculus problems that I am dealing with while I am working on fluxgate magnetometer - based project.

I found this:

Mathematics for Physics I
Michael Stone
and
Paul Goldbart


Are there any better textbooks out there?
I still cannot forget the Sheldon Axler precalculus textbook I had used in high school. I wish that all textbooks for all disciplines are written like this.

I don't need mathematical examples from any other disciplines. I don't consider economics a hard science for example.
 
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I have:
Mathematics for Physics I
Michael Stone and Paul Goldbart

I cannot understand a lot of things in this book.
I need a simpler textbook.I took calculus 13 years ago in college and I entirely forgot it because of no use.
I never took physics, only economics and other not very hard sciences.

I want to learn everything that surrounds physics. Nobody used physics to teach mathematics?
I am not looking for a school/college textbook loaded with exercises. I just want to learn how things are written and where they are coming from.

I need it for work.

Is there any good book that you can recommend me to remind me of how things are written and how they work?

Thank you.
 
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