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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 ag
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 ag

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