Overview 1The plan of this section
LP optima are at vertices; simplex walks downhill along edges; every LP has a dual with the same optimal value.
Needs: Theorem 5.4, Theorem 3.7
Leads to: Definition 1.1
12 concepts · 16 questions
LP optima are at vertices; simplex walks downhill along edges; every LP has a dual with the same optimal value.
Needs: Theorem 5.4, Theorem 3.7
Leads to: Definition 1.1
Can a linear objective have a local minimum on a polyhedron that is not global?
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