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Extreme Points in Linear Programming by Hillal TOUATI is a document available to read on EtoBox.

What is Extreme Points in Linear Programming about?

The document discusses extreme points and basic solutions in linear programming. It defines the feasible region P as the set of points x that satisfy constraints Ax = b and x ≥ 0. Extreme points of a convex set cannot be written as a convex combination of other points in the set. The set of extreme points E of the feasible region P is equal to the set of basic feasible solutions B. This is proven through two parts showing that B is a subset of E and E is a subset of B. Several corollaries are presented, inc

Author

Hillal TOUATI

Language

EN