References
- European Journal of Operational Research v.89 LP relaxation of the Two Dimensional Knapsack Problem with Box and GUB constraints Bagchi, A.;Bhattacharyya, N.;Chakravarti, N.
- Discrete Applied Mathematics v.18 Lagrangean Relaxation for a Lower Bound to a Set Partitioning Problem with Side Constraints: Properties and Algorithms Campello, R.E.;Maculan, N.F.
- Operations Research Letters v.8 On a Cardinality Constrained Linear Programming Knapsack Problem Dudzinski, K.
- European Journal of Operational Research v.28 Exact Methods for the Knapsack Problem and its Generalizations Dudzinski, K.;Walukiewicz, S.
- Mathematical Programming v.29 An O(n) Algorithm for the Multiple-Choice Knapsack Linear Program Dyer, M.E.
- Mathematical Programming v.29 An O(nlogn) algorithm for the LP Knapsacks with GUB Constraints Glover, F.;Klingman, D.
- Operations Research v.22 Applications of Programs with Maximin Objective Functions to Problems of Optimal Resource Allocation Kaplan, S.
- Algorithms: Their Complexities and Efficiency Kronsjo, L.I.
- European Journal of Operational Research v.83 A Minimal Algorithm for the Multiple-Choice Knapsack Problem Pisinger, D.
- Journal of the Korean OR/MS Society v.22 An O(n²logn) Algorithm for the Linear Knapsack Problem with SUB and Extended GUB Constraints Won, J.Y.
- Journal of the Korean Institute of Industrial Engineers v.27 On a Two Dimensional Linear Programming Knapsack Problem with the Extended GUB constraint Won, J.Y.
- Information Processing Letters v.18 An O(n) Algorithm for the Linear Multiple-Choice Knapsack Problem and Related Problems Zemel, E.