Simple Mathematics Books for Undergraduate Physics Students

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SUMMARY

The discussion centers on the need for accessible mathematics resources for undergraduate physics students, particularly those at the University of Bremen. Key recommendations include "Mathematical Methods for the Physical Sciences" by Mary Boas, which is praised for its clarity and practical examples. The conversation also highlights the importance of supplementary materials, such as the "Solutions of Selected Problems for Mathematical Methods in the Physical Sciences" manual, and raises questions about the compatibility of older editions with newer textbooks. The focus is on finding resources that balance theory with ample practice opportunities.

PREREQUISITES
  • Understanding of basic physics concepts
  • Familiarity with mathematical methods in physics
  • Knowledge of textbook editions and their updates
  • Ability to seek and evaluate educational resources
NEXT STEPS
  • Research the 3rd edition of "Mathematical Methods for the Physical Sciences" by Mary Boas
  • Investigate the availability of updated solutions manuals for Boas' textbook
  • Explore additional mathematics resources recommended for physics students
  • Review other textbooks similar to Boas that emphasize practical exercises
USEFUL FOR

Undergraduate physics students, educators in theoretical physics, and anyone seeking to enhance their mathematical skills for physics applications.

keenPenguin
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Hello,

I'm an undergraduate physics student at the University of Bremen,
Germany. Our lecturers in theoretical physics always expect a great
deal of mathematical knowledge from us in order to understand the
lesson. However, much of this knowledge is provided in other lessons
with a delay, or not provided at all. I in my first year of studying I
have spent a great amount of time on searching for books to find the
corresponding mathematical basics.

I believe that I know the German books on mathematics or mathematical
methods for physicists/engineers well, and I wanted to extend my scope
to English books. I was hoping to find books which teach mathematical
basics for theoretical physics and leave lots of space for practice,
like examples, exercises, and (if available) solutions. I have found
many English books similar to Arfken/Weber or Riley/Hobson/Bence, but
these compendium-like books are not very helpful to me because they
are too compressed.

So I would like to know which books for the purpose of teaching
mathematical skills are used for undergraduate students or beginner
students in physics at your Universities? I would be very grateful if
you could recommend me several books which choose a simple approach
and leave much room for examples/practice.

Bye,

kP
 
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I recommend the book "Mathematical Methods for the Physical Sciences" by Mary Boas, it is like a much easier version of Arfken that still covers all the fundamentals.

My other recommendation is to study mathematics for its own sake, in the mathematics department.
 


Hi Crosson,

thank you very much! I borrowed Boas' book and I like it very much. You were right, it was sort of what I was searching
for, I already profited from some of its chapters (Fourier Series and Transforms, Dirac Delta Function - very well explained!).

I would like to buy the book, and I also found an extensive solutions manual that I am interested in (Solutions of Selected Problems for Mathematical Methods in the Physical Sciences, Wiley, 2nd edition 1984, available here: https://www.amazon.com/dp/0471099201/?tag=pfamazon01-20). But as I read in the preface of the 3rd edition (Wiley International Edition) of the textbook, Boas restructured the book a lot, so I was wondering whether there is an update to the solutions manual (which is from 1984 and probably fits the second edition) to fit the 3rd edition? If not, would you recommend me to buy the second edition alongside with the solutions manual?

kP
 

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