

Season - Episode
4
Season 4 Mar 31, 2019
-
4 - 1Overview of differential equations Mar 31, 2019
-
4 - 2But what is a partial differential equation? Apr 21, 2019
-
4 - 3Solving the heat equation Jun 16, 2019
-
4 - 4But what is a Fourier series? Jun 30, 2019
-
4 - 5Understanding e to the i pi in 3.14 minutes Jul 07, 2019
-
4 - 6How (and why) to raise e to the power of a matrix Apr 01, 2021
3
Season 3 Oct 05, 2017
-
3 - 1But what is a Neural Network? Oct 05, 2017
-
3 - 2Gradient descent, how neural networks learn Oct 16, 2017
-
3 - 3What is backpropagation really doing? Nov 03, 2017
-
3 - 4Backpropagation calculus Nov 03, 2017
2
Season 2 Apr 28, 2017
-
2 - 1Essence of calculus Apr 28, 2017
-
2 - 2The paradox of the derivative Apr 29, 2017
-
2 - 3Derivative formulas through geometry Apr 30, 2017
-
2 - 4Visualizing the chain rule and product rule May 01, 2017
-
2 - 5What's so special about Euler's number e? May 02, 2017
-
2 - 6Implicit differentiation, what's going on here? May 03, 2017
-
2 - 7
-
2 - 8Integration and the fundamental theorem of calculus May 05, 2017
-
2 - 9What does area have to do with slope? May 06, 2017
-
2 - 10Higher order derivatives May 07, 2017
-
2 - 11Taylor series May 07, 2017
-
2 - 12What they won't teach you in calculus May 19, 2018
1
Season 1 Aug 06, 2016
-
1 - 1Vectors, what even are they? Aug 06, 2016
-
1 - 2Linear combinations, span, and basis vectors Aug 07, 2016
-
1 - 3Linear transformations and matrices Aug 07, 2016
-
1 - 4Matrix multiplication as composition Aug 09, 2016
-
1 - 5Three-dimensional linear transformations Aug 10, 2016
-
1 - 6The determinant Aug 11, 2016
-
1 - 7Inverse matrices, column space and null space Aug 16, 2016
-
1 - 8
-
1 - 9Dot products and duality Aug 24, 2016
-
1 - 10Cross products Sep 01, 2016
-
1 - 11
-
1 - 12Cramer's rule, explained geometrically Mar 17, 2019
-
1 - 13Change of basis Sep 11, 2016
-
1 - 14Eigenvectors and eigenvalues Sep 15, 2016
-
1 - 15A quick trick for computing eigenvalues May 07, 2021
-
1 - 16Abstract vector spaces Sep 24, 2016
Overview
Dot products are a nice geometric tool for understanding projection. But now that we know about linear transformations, we can get a deeper feel for what's going on with the dot product, and the connection between its numerical computation and its geometric interpretation.
Year 2021
Studio
Director Grant Sanderson
Popularity 0.746
Language English