Essence of linear algebra

A geometric understanding of matrices, determinants, eigen-stuffs and more.

			Essence of linear algebra preview by 3Blue1Brown			5:05
			Vectors, what even are they? \| Essence of linear algebra, chapter 1 by 3Blue1Brown			9:52
			Linear combinations, span, and basis vectors \| Essence of linear algebra, chapter 2 by 3Blue1Brown			9:59
			Linear transformations and matrices \| Essence of linear algebra, chapter 3 by 3Blue1Brown			10:59
			Matrix multiplication as composition \| Essence of linear algebra, chapter 4 by 3Blue1Brown			10:04
			Three-dimensional linear transformations \| Essence of linear algebra, footnote by 3Blue1Brown			4:46
			The determinant \| Essence of linear algebra, chapter 5 by 3Blue1Brown			10:03
			Inverse matrices, column space and null space \| Essence of linear algebra, chapter 6 by 3Blue1Brown			12:09
			Nonsquare matrices as transformations between dimensions \| Essence of linear algebra, footnote by 3Blue1Brown			4:27
			Dot products and duality \| Essence of linear algebra, chapter 7 by 3Blue1Brown			14:12
			Cross products \| Essence of linear algebra, Chapter 8 by 3Blue1Brown			8:54
			Cross products in the light of linear transformations \| Essence of linear algebra chapter 8 part 2 by 3Blue1Brown			13:10
			Change of basis \| Essence of linear algebra, chapter 9 by 3Blue1Brown			12:51
			Eigenvectors and eigenvalues \| Essence of linear algebra, chapter 10 by 3Blue1Brown			17:16
			Abstract vector spaces \| Essence of linear algebra, chapter 11 by 3Blue1Brown			16:46

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