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Continuation of modern geometric descriptions of polyhedrons. Included are definitions of convex polyhedron, half spaces, hyperplanes, affine dimension, and some connections to Linear Programming.
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Phase 1 of simplex method and examples with pivot tools.
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High level overview of the simplex method. A proof of correctness for optimality from the simplex method. Introduction to the two phase simplex method.
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Simplex method computations with a discussion of dictionaries and corresponding solutions.
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Terminology and notation for the simplex method. Dictionaries, basis, slack variables, basic feasible solutions and the relationship between these. Certification of results in terms of the objective…
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Terminology for simplex method is defined in this lecture. This is written is matrix form. Examples are in the following lectures.
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Review of linear algebra in context of solving linear programs.
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Discussion on variable constraints and the use of integral versus real variables.
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YifangRen_Presentation_ECS256
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HDE 131 Spring Lecture on Social Relationships & Thriving
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HDE 131, Spring 2023, Lecture 1.4 - Research Methods Part 1 of lecture
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ECS-036A Lecture 2023-04-14 at 13:07
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