Added: 2 years ago
From: MIT
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  • Finals. Only one left and it's Christmas.

  • thanks professor gilbert

  • I may have missed it in the previous lectures, but can someone remind me why the eigenvalues of the inverse of A are simply the reciprocals of the eigenvalues of A?

  • @zkhandwala

    (A' represents A inverse)

    AX=λX

    A'AX=A'(λX)

    IX=λ(A'X)

    (1/λ)X=(A'X)

    A'X=(1/λ)X

    That last equation is just like the first, it's an eigenvector-equation. The eigenvalue is now (1/λ). This only holds if A is invertable, of course.

  • This guy is wayyyyyyyyyyyyyyyy better then my Linear Algebra professor. In the first 5 minutes I've learned more then I did all semester.

  • These lectures are great and I really respect MIT for doing this, much more so than other high level universities, but shit, man. How hard is it to make a video of a dude talking at a blackboard? It would probably take less than 5 minutes to put a little bit of gain on the audio file and for over 5,000 views I'd say those 5 minutes would be well spent.

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