Analysis Recommend me a calculus of variation book

AI Thread Summary
The discussion centers on challenges faced while studying Lagrange mechanics in Marion's Classical Mechanics, particularly regarding variation techniques and the understanding of partial derivatives and delta notation. A recommendation is made for "Mathematical Methods for Physicists" by Arfken and Weber, which includes a helpful chapter on these topics. Additionally, "Mathematical Methods in the Physical Sciences" by Mary Boas is suggested as a more accessible alternative for those who may find Arfken's book difficult. Engaging with both texts can enhance comprehension of the subject matter.
junhyeok
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Hi!
I have some trobles while studying the lagrange mechanics chapter of Marion's Classical Mechanics.
There are some variation techniques in that book, but I only studied calculus and elementary linear algebra in my freshman year. I can't understand how partial derivation and delta notation works. Therefore I want to study more about the variation techniques.
Can you recommend me a book about calculus of variation for physics?

Sorry for my poor english :x
 
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Hi
"Mathematical methods for physicists" by Arfken and Weber has a chapter on this which is pretty good I think.
In case you find the above book difficult to read, you can try "mathematical methods in the physical sciences" by Mary Boas. But its still good to at least take a glance at Arfken's because it usually deepens the understanding after having some first exposure.
 
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