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Duality in Linear Programming 4

Duality in Linear Programming 4

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132 Duality in Linear Programming 4.1 The situation is much the same for the nonbasic variables x2,x4, and x5, with corresponding reduced costs: c2 =14 −11(2)−1 2 (2) =−9, c4 =0 −11(1)−1 2 (0) =−11, c5 =0 −11(0)−1 2 (1) =−1 2. The reduced costs for all nonbasic variables are negative. The interpretation is that, for the values ...

  Programming, Linear programming, Linear

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