Matrices and Matrix Calculations (M340L)
Course information:
Unique: 54165
Lecture: 3:30-5:00pm, T Th, CPE 2.214
There is no required text for this course. Learning modules covering each lecture can be found on Quest at https://quest.cns.utexas.edu/
Recommended course texts:
1. Linear Algebra and Its Applications, by David C. Lay.
2. Signals and Systems, edited by Richard Baranuik. Click for PDF
3. Linear algebra, signal processing, and wavelets. A unified approach. Python version. By Oyvind Ryan. Click for PDF
Instructor: Arie Israel (arie AT math DOT utexas DOT edu)
Office hours: 9:00am-12:00pm, W, RLM 12.126
TA: Carter Smith (cartersmith AT utexas DOT edu)
TA office hours: 9:30-11:30am, T Th, RLM 11.104
First day handout:
Schedule:
- Lecture 1 (08/30)
- Lecture 2 (09/04)
- Lecture 3 (09/06)
- Lecture 4 (09/11)
- Lecture 5 (09/13)
- Lecture 6 (09/18)
- Lecture 7 (09/20)
- Lecture 8 (09/25):
- Lecture 9 (09/27)
- Midterm Exam 1 (10/02)
- Lecture 10 (10/04)
- Lecture 11 (10/09)
- Lecture 12 (10/11)
- Lecture 13 (10/16)
- Lecture 14 (10/18)
- Lecture 15 (10/23)
- Lecture 16 (10/25)
- Lecture 17 (10/30)
- Lecture 18 (11/01)
- Midterm Exam 2 (11/06)
- Lecture 19 (11/08)
- Lecture 20 (11/13)
- Lecture 21 (11/15)
- Lecture 22 (11/20)
- Lecture 23 (11/27)
- Lecture 24 (11/29)
- Midterm Exam 3 (12/04)
- Final Review (12/06): Review
- Final Exam (12/18): 9-12 PM; Location: CPE 2.214
Lecture 1: Matrix Algebra, Reduced Row Echelon Form
Learning Modules:
- LM 00a (Vectors and Matrices), LM 00c (Reduced Row Echelon Form), LM 01a (Matrix Algebra)
Notes:
Lecture 2: Linear Systems
Learning Modules:
- LM 00b (Linear Systems: Gauss Elimination), LM 01b (Linear Systems)
Notes:
Lecture 3: Linear Systems, Invertibility
Learning Modules:
- LM 00d (Matrix Inverses), LM 00e (Determinants)
Notes:
Lecture 4: Invertibility
Learning Modules:
- LM 00d
Notes:
Just for fun:
Lecture 10: Linear Transformations
Learning Modules:
- LM 006
Lecture 11: Linear Transformations
Learning Modules:
- LM 006
Lecture 24: LTI Systems
Learning Modules:
- LM 17, partial coverage of LM 18
- LM 19 (optional additional reading on convolutions)
Notes: