WSU MATH 364 - Lecture Notes (11 pages)

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Lecture Notes



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Lecture Notes

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Lecture Notes


Pages:
11
School:
Washington State University
Course:
Math 364 - Principles of Optimization
Principles of Optimization Documents

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Alternative or Multiple Optimal Solutions Math 364 Principles of Optimization Lecture 5 Haijun Li lih math wsu edu Department of Mathematics Washington State University Spring 2012 Haijun Li Math 364 Principles of Optimization Lecture 5 Spring 2012 1 11 Alternative or Multiple Optimal Solutions Convex Feasible Regions A subset S Rn is convex if v 1 v 2 S and 0 1 v 1 1 v 2 S Haijun Li Math 364 Principles of Optimization Lecture 5 Spring 2012 2 11 Alternative or Multiple Optimal Solutions Cases of Linear Programming Problems Haijun Li Math 364 Principles of Optimization Lecture 5 Spring 2012 3 11 Alternative or Multiple Optimal Solutions Cases of Linear Programming cont Haijun Li Figure Math 364 Principles of Optimization Lecture 5 Spring 2012 4 11 Alternative or Multiple Optimal Solutions Examples Page 68 Winston Venkataramanan Haijun Li Math 364 Principles of Optimization Lecture 5 Spring 2012 5 11 Alternative or Multiple Optimal Solutions Figure Haijun Li Math 364 Principles of Optimization Lecture 5 Spring 2012 6 11 Alternative or Multiple Optimal Solutions Haijun Li Math 364 Principles of Optimization Lecture 5 Spring 2012 7 11 Alternative or Multiple Optimal Solutions Haijun Li Figure Math 364 Principles of Optimization Lecture 5 Spring 2012 8 11 Alternative or Multiple Optimal Solutions Haijun Li Math 364 Principles of Optimization Lecture 5 Spring 2012 9 11 Alternative or Multiple Optimal Solutions Haijun Li Figure Math 364 Principles of Optimization Lecture 5 Spring 2012 10 11 Alternative or Multiple Optimal Solutions Leary Chemical Haijun Li Math 364 Principles of Optimization Lecture 5 Spring 2012 11 11



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