Linear and Conic Optimization

MATP-6640

A unified development of linear systems and linear optimization, polyhedral theory, the simplex method, interior point methods, decomposition methods for large-scale linear optimization problems, the ellipsoid method, column generation algorithms for stochastic optimization, and other problems. Semidefinite optimization, conic optimization.

4 credits

Cross-listed with:

ISYE-6770 Linear and Conic Optimization

Prereqs:

MATH-2010 Multivariable Calculus and Matrix Algebra

and

MATP-4700 Mathematical Models of Operations Research

Past Term Data

Offered

Not Offered

Offered as Cross-Listing Only

No Term Data

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	Spring	Summer
		(Session 1)	(Session 2)
2023
2022	Linear And Conic Optimization (4c) John E. Mitchell Seats Taken: 6/25
2021
2020	Linear And Conic Optimization (4c) John E. Mitchell Seats Taken: 14/30
2019
2018	Linear And Conic Optimization (4c) John E. Mitchell Seats Taken: 11/30
2017
2016	Linear Programming (4c) John E. Mitchell Seats Taken: 13/30
2015
2014	Linear Programming (4c) John E. Mitchell Seats Taken: 20/30
2013
2012	Linear Programming (4c) John E. Mitchell Seats Taken: 17/30
2011
2010	Linear Programming (4c) John E. Mitchell Seats Taken: 7/30
2009
2008	Linear Programming (4c) John E. Mitchell Seats Taken: 17/30
2007
2006	Linear Programming (4c) John E. Mitchell Seats Taken: 5/30
2005
2004	Linear Programming (4c) John E. Mitchell Seats Taken: 9/30
2003
2002	Linear Programming (4c) John E. Mitchell Seats Taken: 9/30
2001
2000	Linear Programming (4c) John E. Mitchell Seats Taken: 6/30
1999
1998