The Fibonacci Numbers Using Linear Algebra (HD Version)

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Uploaded by on May 15, 2011

Linear Algebra: We derive the Binet Formula for the Fibonacci numbers using linear algebra. The technique involves using diagonalization to compute the power of a matrix.

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Uploader Comments (MathDoctorBob)

  • Thanks for the linear algebra playlist.

    I am largely self-taught in linear algebra from other online courses.

    However, your "examples-heavy" course is an excellent refresher and consolidator of the key ideas. I find that viewing videos of the same material that is taken from different online courses, is excellent for self-study.

    For me, this is better than attending college.

    I hope to get to abstract algebra soon.

  • @LeavingCertMaths You're welcome, and thanks for the support. I've always been a fan of teaching through examples. Believing a theorem is the first step to understanding the proof.

    It will be interesting to see where education is in 5-10 years. I'm pretty amazed by what is available now.

    My AA playlist is pretty thin at the moment. Benedict Gross from Harvard has an AA video course on his website. I haven't checked it out, but I hear it moves fast. - Bob

  • Thanks a lot for this beautiful lesson!

    Dear greetings from Italy.

  • @Nicola72av You're welcome! Thank you for the kind words.  - Bob

  • Thanks, needed to know this and it was crystal clear! :)

  • @antichay You're welcome!  Glad to be of help. - Bob

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  • @GodModeKing Knives and math. :) Filipino style, which makes my sticks eskrimas, but these are wood, not rattan.

  • @MathDoctorBob WOW i train in knife fighting too lol. so your teaching with a honbo?

  • @GodModeKing Thanks for the support! One answer is: it was the best object for pointing in the house. Since I preset my boards, it's good teaching to constantly point to where I am at.

    Another answer: I used to study stick and knife fighting. These sticks were too heavy for practice, so I'm trying to get my money's worth. :) (See Favorites for a clip of Guru Dan Inosanto, one of Bruce Lee's inner circle.) - Bob

  • i watch a lot of your videos (love math!) but i have to ask what is that stick you always have?

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