This channel is about math. Lots and lots of math.
Also, Physics.
Enjoy.

(I'm monetizing this channel out of curiosity, how long will it take to pay for the chalkboard I want for my basement... stay tuned, I may have to get serious and work on some merch )

Applied Linear: Complex Eigenvectors, 10-14-25 part 1
59:51
Applied Linear: Complex Eigenvectors, 10-14-25 part 1
Applied Linear: Complex Eigenvectors, 10-14-25 part 2
27:45
Applied Linear: Complex Eigenvectors, 10-14-25 part 2
Electromagnetism: Faraday's Law and motional emf, 10-13-25
59:09
Electromagnetism: Faraday's Law and motional emf, 10-13-25
Linear Algebra: inner product space definition, examples, properties, 10-13-25
51:47
Linear Algebra: inner product space definition, examples, properties, 10-13-25
Differential Equations: solution via matrix exponential, non-homogeneous solution begins, 10-13-25
47:20
Differential Equations: solution via matrix exponential, non-homogeneous solution begins, 10-13-25
Multivariate Calculus: double integrals with variable bounds, TYPE I and II set-up, 10-13-25
48:34
Multivariate Calculus: double integrals with variable bounds, TYPE I and II set-up, 10-13-25
Linear Algebra: systems of ODEs and the matrix exponential, Jordan form applied, 10-8-25
54:32
Linear Algebra: systems of ODEs and the matrix exponential, Jordan form applied, 10-8-25
Electromagnetism: magnetism in matter, the H-field and Magnetization, 10-8-25
54:53
Electromagnetism: magnetism in matter, the H-field and Magnetization, 10-8-25
Multivariate Calculus: definition of double and triple integrals, iterated integration, 10-8-25
37:40
Multivariate Calculus: definition of double and triple integrals, iterated integration, 10-8-25
Differential Equations: solution matrix identity, more matrix exponential solution examples, 10-8-25
38:08
Differential Equations: solution matrix identity, more matrix exponential solution examples, 10-8-25
Applied Linear: stochastic matrix example, eigenbasis and diagonalizable, 10-7-25 part 1
59:51
Applied Linear: stochastic matrix example, eigenbasis and diagonalizable, 10-7-25 part 1
Applied Linear: stochastic matrix example, eigenbasis and diagonalizable, 10-7-25 part 2
14:53
Applied Linear: stochastic matrix example, eigenbasis and diagonalizable, 10-7-25 part 2
Linear Algebra: real Jordan form, 10-6-25
51:58
Linear Algebra: real Jordan form, 10-6-25
Electromagnetism: spinning charged sphere problem, magnetization in matter, 10-6-25
53:58
Electromagnetism: spinning charged sphere problem, magnetization in matter, 10-6-25
Differential Equations: matrix exponential and the magic formula, 10-6-25
50:50
Differential Equations: matrix exponential and the magic formula, 10-6-25
Multivariate Calculus: review for Test 2, 10-6-25
39:10
Multivariate Calculus: review for Test 2, 10-6-25
Electromagnetics: vector potential for monopole field, Aharonov-Bohm effect, 10-3-25
54:00
Electromagnetics: vector potential for monopole field, Aharonov-Bohm effect, 10-3-25
Linear Algebra: complexification and the complex eigenvector, real Jordan form basics, 10-3-25
51:55
Linear Algebra: complexification and the complex eigenvector, real Jordan form basics, 10-3-25
Differential Equations: a nice 3x3 eigenvector solution problem, solution to SAM 6, 10-3-25
23:06
Differential Equations: a nice 3x3 eigenvector solution problem, solution to SAM 6, 10-3-25
Applied Linear: coordinates with orthonormal basis, introduction to diagonalization, 10-2-25 part 1
59:51
Applied Linear: coordinates with orthonormal basis, introduction to diagonalization, 10-2-25 part 1
Multivariate Calculus: examples of optimization, discussion of homework, 10-2-25
42:20
Multivariate Calculus: examples of optimization, discussion of homework, 10-2-25
Applied Linear: introduction to diagonalization, 10-2-25 part 2 (still no sound)
15:05
Applied Linear: introduction to diagonalization, 10-2-25 part 2 (still no sound)
Applied Linear:introduction to diagonalization, 10-2-25 part 3 (correction, and with sound)
0:37
Applied Linear:introduction to diagonalization, 10-2-25 part 3 (correction, and with sound)
Linear Algebra: Jordan form observations, complexification begins, 10-1-25
53:23
Linear Algebra: Jordan form observations, complexification begins, 10-1-25
Electromagnetism: the vector potential, magnetic field lines, topology & scalar potential, 10-1-25
56:23
Electromagnetism: the vector potential, magnetic field lines, topology & scalar potential, 10-1-25
Differential Equations: complex eigenvector examples, 3x3 problems, 10-1-25
50:33
Differential Equations: complex eigenvector examples, 3x3 problems, 10-1-25
Multivariate Calculus: 2nd derivative test, closed set test, linear programming, 10-1-25
33:56
Multivariate Calculus: 2nd derivative test, closed set test, linear programming, 10-1-25
Applied Linear: coordinates and linear maps, 9-30-25 part 1
59:51
Applied Linear: coordinates and linear maps, 9-30-25 part 1
Applied Linear: coordinates and linear maps, 9-30-25 part 2
13:14
Applied Linear: coordinates and linear maps, 9-30-25 part 2
Multivariate Calculus: power series and proof of 2nd Derivative Test, 9-30-25 part 1
59:51
Multivariate Calculus: power series and proof of 2nd Derivative Test, 9-30-25 part 1