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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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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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perturbation method, complexity of simplex method, primal and dual dictionaries.
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Going from an LP in standard equation form to the (primal) dictionary in matrix form for an arbitrary basis. Extreme points as vertices (= 0-dimensional faces) of the polyhedron of feasible points.…
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Video covers background on R0 (basic reproduction number) in epidemiology and uses inverse functions to determine vaccine coverage needed to achieve target probability of disease outbreak. From…
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