The Best Math Book for Engineers

I think this is the best math book for engineers, but maybe there are better ones. What do you all think? Do you have other books that are good for engineers? #shorts

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#shorts

[hargunbeersingh]

Me: “How do you get to know whether a book is good or not”
All mathematicians: state 100s of factors which determine the quality of the book
Meanwhile the Math Sorcerer: If it smells good, it is a good book.

[SequinBrain]

Yes, we used that book in our last class. Sadly, after hours of searching, that one, and another by Dennis Zill are the only two with that particular title. I prefer the Zill, but the scope of the Kreyszig is broader, Zill (and two other names) has better descriptions of the topics and it's easier to understand what they're saying. Even though that entire subject is ridiculously hard and could use more good teachers to help explain what either book is saying in many places. The subject itself is interesting and the tools they give you (fourier transforms, cauchy-reimann formula, and more) are time-saving. We only used part of the book, but it has topics from about 4-5 other classes in it, DE, Numerical Analysis, Linear Programming, Fourier transforms, and more.

[pauldavies]

I've got Engineering Mathematics and Advanced Engineering Mathematics both by Stroud and Booth. The first starts right at the beginning with basic arithmetic. Nicely laid out with a step-by-step approach.

[jecs]

and also the book of Ron Larson and James Stewart. These people are my favorite authors

[JeffRyman]

This is somewhat dated because I used these books as an undergraduate between 1967 and 1969. I used Kreyszig (1968 ed.) for two classes and C. R. Wylie, Advanced Engineering Mathematics (1966 ed.) for another class. I found the books to be complementary on various topics that they covered. The Nuclear Engineering Department at Kansas State University also taught some math needed for nuclear reactor theory using the book Mathematics of Physics and Modern Engineering (1966) by I. S. Sokolnikoff and R. M. Redheffer. That book is a decent reference if you already know the material but not so good for first exposure.

[elijah.]

Just ordered a pre-owned 7th edition off of ebay for 14 bucks! I like to get my books used because not only is it cheaper, but sometimes there's helpful/insightful notes written in the margins. I'm looking forward to diving in, thanks for the recommendation!

[jewishkasparov]

Hey math sorcerer, can you please recommend books on some obscure and advanced topics such as Ramsey Theory, Monstrous Moonshine, Spectral Theory, K Theory, Transcendental number theory???? Thanks!!! 💙💙

[mikexbox]

I picked up the 9th edition a another resource to go alongside the zill book and it has many topics! I like the problems in this book also! They are different from zill and give me extra expose and problems to study for my midterms

[AceOfHearts]

I really appreciate your videos as they are very unique on youtube... they have a very personal touch. Thanks.

[johngreen]

We have used that book for "Engineering Mathematics" at UNLV for at least as long as I taught there which was from 1983 to 2017. The chapter dealing with the Laplace transform is superior to any of the differential equation texts that I have seen or tutored.

[abstractnonsense]

I wasn't aware of this book. Thanks!

[ermiasawoke]

I would say, "Mathematical Methods for Physics and Engineering" by K.F Riley

[ottoomen]

I have another advanced engineering textbook. Advanced Engineering textbooks cover everything necessary to read graduate-level engineering texts. These books are very comprehensive reviews of undergraduate mathematics and are very lengthy. The math covered in these books is very common.

[RKP]

I am from India in our college we used to study from Erwin and Advanced Engineering Mathematics by Peter V O'Neill. I found out that both the books were amazing.

[rhaegartargaryen]

This was the university prescribed textbook for my 2nd, 3rd and 4th semester math classes. I majored in physics and this is a great book for learning differential equations, fourier and laplace transforms, numerical analysis and much more.

[imbaby]

I tried it during my first year of physics, it's a pretty good book, especially for engineering/applied physics.

If you're more theoretical physics oriented, I really recommend Mathematical methods books, try the one by Mary Boas, and when you're done/already covered the topics at that level, try Arfken and Weber, best textbook I read during my entire undergrad.

[alexrmelendezcolon]

That was the textbook I used in Advanced Mathematics for Engineers, there I learned Linear Algebra and PDEs. I used the 7th edition. The textbook is expensive and although many like it, I think there are better alternatives. I would use it as a reference but not as a textbook.

[ehtesham]

Quick Calculus by Daniel Kleppner and Norman Ramsay is an excellent quick reference book for calculus... It is great for beginners in physics...

[douglasstrother]

"Methods of Theoretical Physics. Parts 1 & 2" (1953) ~ Morse & Feshbach
is the Heavy Artillery of Mathematical Physics!
Well-written and covers a mountain of information in a well-organized manner.
I used this as a reference rather than a textbook; if you need something beyond the scope of the usual topics covered in a Math Methods course, crack open M&F.

[quiveryhurdle]

Can you please make more videos about math more engineering oriented?