Engineering Mathematics: K.A Stroud - Physics/Maths Book

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Discussion Overview

The discussion revolves around the suitability of K.A. Stroud's "Engineering Mathematics" for students pursuing a degree in physics. Participants explore the mathematical topics necessary for such a degree and compare Stroud's book with other recommended texts.

Discussion Character

  • Exploratory
  • Debate/contested
  • Conceptual clarification
  • Homework-related

Main Points Raised

  • One participant expresses interest in K.A. Stroud's book, noting it covers various mathematical topics relevant to physics, including calculus, algebra, and statistics.
  • Another participant recommends "Mathematical Methods in the Physical Sciences" by Boas, highlighting its comprehensive chapter titles that cover advanced mathematical concepts.
  • Some participants question whether the topics covered in Stroud's book are sufficient for an undergraduate physics degree, suggesting that more advanced topics may be necessary.
  • There is a mention of the philosophy in physics education that emphasizes learning just enough mathematics to solve problems rather than focusing on proofs.
  • A request is made for a specific list of mathematical topics required for a physics degree to evaluate the adequacy of Stroud's book.
  • One participant advises considering the specific physics degree program and its recommended mathematical methods book before selecting supplementary texts.

Areas of Agreement / Disagreement

Participants express differing views on the sufficiency of the mathematical content in Stroud's book for an undergraduate physics degree. Some believe it covers the essentials, while others argue that additional topics may be necessary.

Contextual Notes

Participants reference various mathematical topics and educational philosophies without reaching a consensus on the definitive list of required mathematics for physics degrees.

madmike159
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I'm looking for a book which covers all the maths I will need for doing a degree in physics. I found one called engineering mathematics (by K.A Stroud), it has every thing I think I need and give examples of where they can be used. It covers calculus, algebra, matrices, vectors, stats, probability and some basic stuff (logs etc).

If anyone has this book and can tell me what its like it would be very usful. If anyone has a book they would like to recommend please do.
 
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Mathematical Methods in the Physical Sciences by Boas is great. Many people on this site will recommend it highly. FYI the titles of the chapters are Infinite Series, Complex Numbers, Linear Algebra, Partial Differentiation, Multiple Integrals, Vector Analysis, Fourier series and transforms, Ordinary Differential Equations, Calculus of variations, Tensor analysis, Special functions, Series solutions of differential equations, Partial differential equations, Functions of a complex variable, Probability and statistics.
 
Huh. Is that really all the maths you need for an undergrad degree in physics? I was under the impression it was more than that.
 
It seems like a fairly complete list to me. Care to cite any specific examples? If you're in a more intensive program, such as Honors math-phys at my school, you might also see a lot of analysis and algebra, as well as some differential geometry and number theory, but I wouldn't think these are necessarily required maths of an undergraduate physics education.
 
Last edited:
qspeechc said:
Huh. Is that really all the maths you need for an undergrad degree in physics? I was under the impression it was more than that.
The physics philosophy regarding mathematics is to learn just enough to be able to solve problems. Thus a book/course in mathematical methods in physics will cover a lot of topics in relatively few pages/lectures because it will not be obsessed with proving everything, but will focus on showing how particular mathematics can be used to describe and solve physical problems instead.
 
Ok. Can some one give me a list of maths topics I would need for a physics degree course, then I can work out if a book is good or not.
 
You are trying to put the cart before the horse. Which degree in physics are you planning to take? What book of mathematical methods do they recommend? Get that.

If you can't understand a section in the recommended MM book that's the time to go looking for another book that can explain that particular section in a way you can understand.
 

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