
doi: 10.1007/bf02592953
We formulate and solve a dual version of the continuous collapsing knapsack problem using a geometric approach. Optimality conditions are found and an algorithm is presented. Computational experience shows that this procedure is efficient.
Optimality conditions, Numerical mathematical programming methods, Linear programming, duality, Integer programming, continuous collapsing knapsack problem, geometric approach
Optimality conditions, Numerical mathematical programming methods, Linear programming, duality, Integer programming, continuous collapsing knapsack problem, geometric approach
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