Lecture Recordings
*** Recordings for this semester are no longer available. However, recordings from the Spring 2022 semester are available at https://chrisj.math.gatech.edu//22s/1553/lectureAD.html. Classes are in person in the Fall 2021 semester, but I have decided to record lectures for those who are unable to make it to class. Unfortunately, there is no audio for the recordings until mid-October.Monday, August 23, Day 1:
Overview
Wednesday, August 25, Day 2:
Section 1.1, Systems of Linear Equations (no sound)
Monday, August 30, Day 3:
Section 1.2. Sadly, the document camera was not working for the first 5-10 minutes of class, so I could not set up the recording.
Wednesday, September 1, Day 4:
Sections 1.2 (continued) and 1.3, Parametric Form (no sound).
Wednesday, September 8, Day 5:
Sections 2.1 and 2.2: Vectors, Linear Combinations, and Spans (no sound)
Monday, September 13, Day 6:
Section 2.3: Matrix Equations (no sound)
Wednesday, September 15, Day 7:
Section 2.4: Solution Sets (no sound)
Monday, September 20, Day 8:
Section 2.5: Linear Independence (no sound)
Wednesday, September 22, Day 9:
Section 2.6: Subspaces (no sound)
Monday, September 27, Day 10:
Section 2.7 and 2.9: Basis, Dimension, and Related Theorems (no sound)
Wednesday, September 29, Day 11:
Section 3.1: Matrix Transformations (no sound)
Monday, October 4, Day 12:
Section 3.2: One-to-one and Onto Transformations (no sound)
Wednesday, October 6, Day 13:
Section 3.3: Linear Transformations (no sound)
Wednesday, October 13, Day 14:
Section 3.4: Matrix Transformations
Monday, October 18, Day 15:
Section 3.4 (continued) and 3.5+3.6, Inverses
Wednesday, October 20, Day 16:
Sections 3.5+3.6 (continued) and 2.5-3.4 Review
Monday, October 25, Day 17:
4.1 and 4.3, Determinants and Volumes
Wednesday, October 27, Day 18:
4.3 (continued) and 4.2, Cofactors
Monday, November 1, Day 19:
5.1, Eigenvectors and Eigenvalues
Wednesday, November 3, Day 20:
5.1 (continued) and 5.2, Characteristic Polynomials
Monday, November 8, Day 21:
5.4, Diagonalization
Wednesday, November 10, Day 22:
5.4 (continued) and 5.5, Complex Eigenvalues
Monday, November 15, Day 23:
5.6, Stochastic Matrices
Wednesday, November 17, Day 24:
5.6 (continued) and 6.1, Dot Products
Monday, November 22, Day 25:
6.2, Orthogonal Complements
Monday, November 29, Day 26:
6.2 (continued) and 6.3, Orthogonal Projections
Wednesday, December 1, Day 27:
6.3 (continued) and 6.5, Least Squares
Monday, December 6, Day 28:
6.5 (continued) and some final exam review