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What is Extreme Points in Linear Programming about?

This document discusses key concepts in linear programming including extreme points, vertices, and basic feasible solutions of polyhedra. It states that a vector is an extreme point if it cannot be written as a convex combination of other vectors in the polyhedron. A vector is a vertex if it is the unique optimal solution to some linear program over the polyhedron. The document proves that for a nonempty polyhedron, a vector is an extreme point, vertex, and basic feasible solution if and only if certain lin

Author

ritamdasgupta62

Language

EN