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On Friday, March 1st, we enjoyed demonstrations from
three faculty who have been teaching asynchronously with the interactive
video learning tool PlayPosit. We were joined by some
teaching…
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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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Introduction to (modern) Polyhedral Geometry. This lecture defines convex sets and polyhedra and proves a few statements about convex sets and polyhedra.
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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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Traveling Salesman problem formulation continued. Discussion of non-negative multipliers, redundant (in)equalities, and their relationship.
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MAT 168 Winter 2024, Lecture 2 - modeling problems in optimization.
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Math 168 Lecture 1, Given on Jan 8th 2024. This lecture gives an introduction to optimization problems and the field of optimization.
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Tuesday, November 28, 2023
Jackson Hall, Mondavi Center
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Discover the power of your natural talents and learn how to use them to achieve your personal and professional goals. Join us for an insightful workshop where you'll gain clarity on your values…
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AvenueE Transfer Bridge 2023 Project Lesson 3
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Importing DIA-NN data into Skyline for visualization
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Particle production modeling using negative binomial distribution, NBD, in order to fit data from STAR and CMS. Discussion of convolution (convolving the NBD with the Ncoll distribution from the…
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