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| Linear Programming Question |
pogostick |
11/05/06 |
if the ranges are -2 <= c1 <= 5 and 1 <= c2 <= 4 for
the current optimal solution, with c1 = 3 and c2 = 2 what can you say about the state of the current solution if c1 and c2 change to -1 and 3,respectively.
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Clarification/Follow-up by Jim.McGinness on 11/05/06 2:50 pm:
Other than making the guess "the solution would be less optimal", there's nothing you can say.
With linear programming, it was my understanding that optimal points always occurred at the vertices of the n-dimensional polygon delineated by the constraints. The offered solution c1=3 and c2=2 does not appear to be located at one of these vertices, so how can it be optimal?
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