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Course schedule

This is a tentative schedule. It will change often.

Lecture Date / Day Topic Notes Homework
1 11 Jan / Mon Introduction
2 13 Jan / Wed Least squares Slides, Notebook
3 15 Jan / Fri QR factorization Slides hw 1 out
4 18 Jan / Mon Regularized least squares Slides, Notebook
5 20 Jan / Wed Non-linear least squares Slides, Notebook
6 22 Jan / Fri Unconstrained optimization Slides
7 25 Jan / Mon Unconstrained optimization Slides hw 1 due at 11:59 pm PST (new due date), solution
8 27 Jan / Wed Quadratic functions and PSD matrices Slides
9 29 Jan / Fri Descent methods Slides Notebook hw 2 out
10 1 Feb / Mon Descent methods Slides
11 3 Feb / Wed Descent methods Slides
12 5 Feb / Fri Newton's Method and Cholesky SlidesNotebook
13 8 Feb / Mon Quasi-Newton Methods Slides
9 Feb/ Tues hw 2 due
14 10 Feb / Wed Midterm Review Worksheet and additional questions
15 12 Feb / Fri Case study
15 Feb / Mon no lecture (Family day)
17 Feb / Wed no lecture (Reading break)
19 Feb / Fri no lecture (Reading break)
16 22 Feb / Mon Midterm
17 24 Feb / Wed Convex sets Slides
18 26 Feb / Fri Convex sets Slides
19 1 Mar / Mon Linear constraint Slides In-class activity due, hw 3 out
20 3 Mar / Wed Linear constraint Slides
21 5 Mar / Fri Constrained optimization Slides
22 8 Mar / Mon Constrained optimization Slides
23 10 Mar / Wed Convex functions Slides, Notebook hw 3 due
24 12 Mar / Fri Convex functions Slides
25 15 Mar / Mon Convex functions Slides
26 17 Mar / Wed Linear programming applications Slides hw 4 out
27 19 Mar / Fri Extreme points Slides
28 22 Mar / Mon Extreme points Slides
29 24 Mar / Wed Standard form Slides
30 26 Mar / Fri Standard form Slides hw 4 due
31 29 Mar / Mon Simplex method Slides hw 5 out
32 31 Mar / Wed Simplex method Slides
2 Apr / Fri no lecture
5 Apr / Mon no lecture
33 7 Apr / Wed Duality Slides
34 9 Apr / Fri Duality Slides hw 5 due
35 12 Apr / Mon Interior point methods Slides
36 14 Apr / Wed Interior point methods Slides