Schaum's Linear Algebra Usefullness?

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SUMMARY

The discussion centers on the utility of Schaum's Linear Algebra as a preparatory resource for studying quantum mechanics (QM). The user finds the book valuable for clarifying concepts, particularly eigenvectors, but questions whether it provides sufficient depth for serious QM study. The consensus suggests that while Schaum's outlines are helpful for exercises and algorithms, they lack comprehensive theoretical coverage. A combination of Schaum's and a robust textbook is recommended for a thorough understanding of linear algebra in the context of QM.

PREREQUISITES
  • Understanding of basic linear algebra concepts, including eigenvectors and matrices.
  • Familiarity with quantum mechanics fundamentals.
  • Experience with mathematical problem-solving techniques.
  • Knowledge of academic resources, including textbooks and reference materials.
NEXT STEPS
  • Explore advanced linear algebra textbooks, such as "Linear Algebra Done Right" by Sheldon Axler.
  • Study quantum mechanics using "Quantum Mechanics: Concepts and Applications" by Nouredine Zettili.
  • Investigate additional resources on eigenvalues and eigenvectors in quantum mechanics contexts.
  • Review online courses or lectures on linear algebra applications in physics, such as those by Leonard Susskind.
USEFUL FOR

Students and professionals in physics, particularly those interested in quantum mechanics, as well as educators seeking supplementary resources for teaching linear algebra concepts.

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Hi I'm hammering my way through Schaum's Linear Algebra:
http://www.mhprofessional.com/product.php?isbn=007154352X&cat=145
and I'm wondering how much use it will be in the future i.e. is there a heck of a lot more work to do in the field to do well in such things as quantum mechanics.

From watching Leonard Susskind's Stanford Quantum Entanglement lectures on youtube I found it all fairly common sense, and up until the eigenvectors and some little tidbits I hardly needed the book. I find it extremely valuable now though, I mean it's clarifying a LOT I would have missed or taken in without understanding the "why", but I wonder would this be enough once the book is digested or is there a whole mountain of linear algebra to add together before I could have a reasonable shot a QM.

Maybe if you haven't done this book yourself you could look at the table of contents in the link and judge for yourself.

Much appreciated, Gratias tibi ago:)
 
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My intuition has told me that a Schaum's outline is never a replacement for a good textbook or 2.

However I do think they can be decent references after taking a course (or learning the whole picture from a good textbook on your own). I'd buy it and a textbook.

If you are going to study something like QM then you are going to need a good arsenal of textbooks anyways so get crackin.

I suppose the real question is, do you just want to learn certain aspects of QM or do you actually want to really study it?
 
All of the Schaum's outline books are have very good exercises and algorithms but are very weak on theory. The can, at best, give you a surface facility with the subject.
 

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