Mathematics applied to Physics; textbooks.

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SUMMARY

The discussion centers on the search for textbooks that effectively bridge the gap between calculus and its applications in physics. Key recommendations include "Mathematical Methods in the Physical Sciences" by Boas, "Schaum's Advanced Maths for Engineers and Scientists" by Spiegel, "Advanced Engineering Mathematics" by Kreizig, and "Mathematics of Physics and Chemistry" by Margenau. The most favored choice among participants is "Mathematical Methods for Physics and Engineering" (3rd edition) by Hobson, Riley, and Bence, noted for its comprehensive approach and practical examples.

PREREQUISITES
  • Understanding of basic calculus concepts
  • Familiarity with fundamental physics principles
  • Knowledge of mathematical problem-solving techniques
  • Experience with mathematical derivations in physics contexts
NEXT STEPS
  • Research "Mathematical Methods for Physics and Engineering" (3rd edition) by Hobson, Riley, Bence
  • Explore "Mathematical Methods in the Physical Sciences" by Boas for additional insights
  • Investigate "Schaum's Advanced Maths for Engineers and Scientists" by Spiegel for practical applications
  • Study "Advanced Engineering Mathematics" by Kreizig for a broader mathematical foundation
USEFUL FOR

Undergraduate physics students, educators in physics and mathematics, and anyone interested in the application of calculus in physical sciences will benefit from this discussion.

bert2002
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Hello all.

I'm looking for a good textbook about how the mathematics, particularly calculus is applied in physics. I've done some calculus as i am a physics undergraduate student but i want to better learn the math and see how it is applied in physics as i find that a lot more interesting.

What i am essentially looking for is a math textbook, geared mostly towards calculus that gives examples of how to apply the rules of math in physics. I understand the rules are generally exactly the same but it is much nicer when the math is applied to laws and quantities that i recognise in Physics as it is is mostly the physics i am interested in.

Or a physics textbook that explains the mathematical steps and procedures that are taking place in deriving equations and solving problems.

Thanks
 
Physics news on Phys.org
Mathematical Methods in the Physical Sciences - Boas
Schaum's Advanced Maths for Engineers and Scientists - Spiegel
Advanced Engineering Mathematics - Kreizig
Mathematics of Physics and Chemistry -Margenau
Math Methods for Physicists - Arfken
 
Thanks for the responses.

I'm thinking about getting this textbook

http: //www.amazon.com/Mathematical-Methods-Physics-Engineering-Comprehensive/dp/0521679710/ref=tag_stp_s2_edpp_url

- Mathematical Methods for Physics and Engineering (3rd edition): A Comprehensive Guide - Hobson, Riley, Bence

Any thoughts from people who have used it ?
 
bert2002 said:
Thanks for the responses.

I'm thinking about getting this textbook

http: //www.amazon.com/Mathematical-Methods-Physics-Engineering-Comprehensive/dp/0521679710/ref=tag_stp_s2_edpp_url

- Mathematical Methods for Physics and Engineering (3rd edition): A Comprehensive Guide - Hobson, Riley, Bence

Any thoughts from people who have used it ?
I've actually primarily used Riley. I like it. Between that and Boas it really doesn't matter which you pick.
 

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