Corner Points: Difference between revisions
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|Description=If any LP problem has an optimal solution with a finite objective function value, this solution will always occur at a point in the feasible region where two or more of the boundary lines of the constraints intersect. | |Description=If any LP problem has an optimal solution with a finite objective function value, this solution will always occur at a point in the feasible region where two or more of the boundary lines of the constraints intersect. These points of intersection are sometimes called corner points or extreme points of the feasible region. | ||
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Latest revision as of 14:12, 30 December 2013
Description
If any LP problem has an optimal solution with a finite objective function value, this solution will always occur at a point in the feasible region where two or more of the boundary lines of the constraints intersect. These points of intersection are sometimes called corner points or extreme points of the feasible region.
Concept Prerequisite
Wikipedia Reference
Learning Material
Covered in Topic(s)
| Overview of Optimization |