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The course schedule and links to resources and materials are posted here. Class sessions will be a combination of mini-lectures and small group breakout sessions where you will discuss, solve problems, and complete activities with a few of your classmates. Since class sessions will be highly interactive, they will not be recorded. Slides will sometimes be posted.

2023 Materials

Lecture slides and readings from the Spring 2023 version of the course are posted below.

DayLectureDemoDueReading
M April 3Introduction (quadratic)  Nesterov 1.1
M April 5Introduction (finite and linear)   
M April 5Introduction (conic and convex)  BV 1.1-4, 3.1
W April 12Numerical linear algebralsq NW ch5
M April 17Gradient descentgradient-descent Bubeck 3.2, 3.4, PL condition
W April 19Acceleration   
F April 21  hw1 
M April 24SGD   
W April 26Quasi-Newton methodsquasi-Newton  
M May 1Duality   
W May 3Duality applications   
F May 5  project 1 
M May 8Operators   
W May 10Operator splitting   
M May 15Interior Point Methods   
W May 17Stochastic Quasi-Newton   
F May 19  hw2 
M May 22MILPPower systems How to give a talk
W May 24MILPMulticast Routing Linear optimization book
M May 29Holiday   
W May 31Project presentations   
M June 5Project presentations   
W June 7Project presentations   
F June 9  Project report due