Math 266, Operations Research
(Professor McKelvey)
Syllabus, Spring Term, 2012


(Subject to Change)
Date Text
Section
Topic
Feb.61.1–1.5, 2.1–2.6 Introductory Material
83.1–3.3 Two variable LPS, Formulation and Solution
103.4–3.12 Applications of Linear Programming
133.4–3.12 More Applications of Linear Programming
153.4–3.12 Even More Applications of Linear Programming
174.1, 4.14 Conversion of LPs to Standard Form
204.3, 4.4 Theoretical Considerations
224.5 The Simplex Algorithm
244.6–4.8 Special Cases and Simplex (Mini Project Out)
274.9 LINDO and lp_solve Software Packages
294.11, 4.12 Degeneracy, Big M
Mar.24.13 Two-Phase Simplex
56.2 Important Simplex Tableau Formulas (Mini Project Due)
76.2 Important Simplex Tableau Formulas, Continued
96.3 Sensitivity Analysis
126.5, 6.6 Mechanical Duality and Interpretation
146.7–6.8 Duality Theory, Shadow Prices
166.9 More Sensitivity Analysis
19 SPRING BREAK!!
21 SPRING BREAK!!
23 SPRING BREAK!!
266.10, 6.11 Complementary Slackness and Dual Simplex
286.11 Finish Dual Simplex, New Constraints
30 In-class Exam
Apr.27.1–7.3 The Transportation Problem
47.1–7.3 The Transportation Problem, Continued
6 EASTER BREAK!!
9 EASTER BREAK!!
117.5, 7.6 Assignment and Transhipment Problems
138.1–8.3 Shortest Path and Maximum Flow Problems
168.4 Project Planning with CPM
188.6 Minimum Spanning Tree
209.1, 9.2 Integer Programs and Formulation
239.1, 9.2 More Integer Programs and Formulation
259.3, 9.4 Branch and Bound Solution of IPs (Project Out)
2714.1, 14.2 Constant Sum 2-Person Game Theory
3014.2, 14.3 LP Solution of Games
May220.1–20.3 Introduction to Queuing Theory, Distributions, Birth-Death
420.4–20.6 More Queuing Theory.
7 Queuing Theory Applications (Project Due)
9 Catch-up, Review, Professor's Choice (Final Exam Out)
11 Catch-up, Review, Professor's Choice
14 Catch-up, Review, Professor's Choice
19 Final Exam (9:00am–11:00am)

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