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Can anyone recommend a book that covers linear algebra through the perspective of modules? I am basically trying to find something that would highlight all the differences between modules and vector spaces.
Lam has written the book Lectures on Rings and Modules, which is good, but doesn't really fit this purpose. It's more geared towards the module theory you need for homological algebra (i.e. injectives, projectives etc.).
Lam has written the book Lectures on Rings and Modules, which is good, but doesn't really fit this purpose. It's more geared towards the module theory you need for homological algebra (i.e. injectives, projectives etc.).