Oxford Linear Algebra: Basis, Spanning and Linear Independence

[@TomRocksMaths]

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[@Irfankhan-zl4tx]

Sir your deserve standing at this place. Appreciate

[@SerhiyS-j6v]

Almost never comment on YT, but this is very helpful for anyone trying to not only understand the theory of Linear Algebra but also its applications to some basic problems. Keep up the good work, Dr. Crawford!

[@azhar4057]

Sir, Your works are too great

[@chemiflask7692]

I love the youtube play button in the back, nice!

[@RC32Smiths01]

Appreciate the information as always. Learning something new and insightful everytime man

[@willbutplural]

Beautiful explanation. 100x better than Axler's version thank you sir

[@copiryte9535]

Hey at 14:31 when trying to suppose that αi is not equal to 0 going from αi*vi=-a1v1-...-αi-1*vi-1+αi+1*vi+1-...-αn*vn to vi shouldn't it be vi=-1/αi(a1v1+...+αi-1*vi-1+αi+1*vi+1+...+αn*vn) instead of vi=-1/αi(v1+...+vi-1+vi+1+...+vn)?

[@SuperKiko112]

You are the living example that looks can be deceptive

[@Thiago-qp9xs]

you should do a ita or ime exam, 2 of the hardest exams to get into universities in brazil

[@maxmasterton3724]

Where did you get your blackboard from?

[@giuseppedipellegrino9252]

Great!

[@wernerhartl2069]

It needs a definition of vector addition, and multiplication by a scalar at the very beginning. Otherwise very nice.

[@alhafiz-hk2bl]

Greet

[@BernhardRiemann966]

I'm in love with the shape of you We push and pull like a magnet do Although my heart is falling too