Mathematics, 18.02.2020 17:40 10027126
We know that every linear program can be converted into an equiva- lent standard form linear program. We also know that nonempty polyhedra in standard form have at least on extreme point. We might then incorrectly conclude that every nonempty polyhedron has at least on extreme point. Explain why this conclusion is false and provide some clarifying examples.
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We know that every linear program can be converted into an equiva- lent standard form linear program...
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