Invertibility and Isomorphic Vector Spaces

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The dimension of L(V, W). Linear maps act like matrix multiplication. Injectivity is equivalent to surjectivity in finite dimensions.
  1. Sheldon Axler
  2. linear algebra
  3. Linear Algebra Done Right
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Комментарии
Автор

Thank you for writing this book and luckily I found it.
As an Chinese physics student, I can not well adapt to the Chinese linear algebra books, most of which firstly intrdoces to us the matrix, rather than the linear map.
All in all, thank you very much.

linksaudrey
Автор

Is it possible that there is a typo on page 85, theorem 3.64, or am I misunderstanding something? I would think that the right side of the equation should be M(Tv_k), not M(v_k). Thanks!

davidk
Автор

Sir thank you; And it would be nice to see such playlist for Analisys.

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