[1] G. Belvaux, L. A. Wolsey: LOTSIZELIB: A library of Models and Matrices for Lot-Sizing Problems. Internal Report, Universite Catholique de Louvain 1999.
[2] G. R. Bitran, H. H. Yanasse:
Computational complexity of the capacitated lot size problem. Management Sci. 28 (1982), 1174-1186.
MR 0688762 |
Zbl 0502.90046
[3] L. Buschlkühl, F. Sahling, S. Helber, H. Tempelmeier:
Dynamic capacitated lot-sizing problems: a classification and review of solution approaches. OR Spectrum 132 (2008), 2, 231-261.
MR 2594622
[4] W. H. Chen, J. M. Thizy:
Analysis of relaxation for the multi-item capacitated lot-sizing problem. Ann. Oper. Res. 26 (1990), 29-72.
MR 1087815
[5] M. Diaby, H. C. Bahl, M. H. Karwan, S. Zionts:
A Lagrangean relaxation approach for very-large-scale capacitated lot-sizing. Management Sci. 38 (1992), 9, 1329-1340.
Zbl 0758.90020
[6] C. Gicquel, M. Minoux, Y. Dallery: Capacitated Lot Sizing Models: A Literature Review. Open Access Article hal-00255830, Hyper Articles en Ligne 2008.
[7] F. W. Harris: How many parts to make at once. Factory, the Magazine of Management 10 (1913), 2, 135-136.
[8] K. K. Haugen, A. Løkketangen, D. Woodruff:
Progressive Hedging as a meta-heuristic applied to stochastic lot-sizing. European J. Oper. Res. 132 (2001), 116-122.
MR 1831860
[9] K. K Haugen, A. Olstad, K. Bakhrankova, E. Van Eikenhorst:
The single (and multi) item profit maximizing capacitated lot-size problem with fixed prices and no set-up. Kybernetika 47 (2010), 3, 415-422.
MR 2676079
[10] K. K. Haugen, A. Olstad, B. I. Pettersen:
The profit maximizing capacitated lot-size (PCLSP) problem. European J. Oper. Res. 176 (2007), 165-176.
MR 2265141 |
Zbl 1137.90619
[11] K. K. Haugen, A. Olstad, B. I. Pettersen:
Solving large-scale profit maximization capacitated lot-size problems by heuristic methods. J. Math. Modelling Algorithms 6 (2007), 135-149.
MR 2284077 |
Zbl 1143.90003
[12] T. Helgasson, S. W. Wallace:
Approximate scenario solutions in the progressive hedging algorithm. Ann. Oper. Res. 31 (1991), 425-444.
MR 1118910
[13] B. Karimi, S. M. T. Fatemi Ghomi, J. M. Wilson: The capacitated lot sizing problem: a review of models and algorithms. Omega 31 (2003), 365-378.
[14] O. Kirca, M. Kokten: A new heuristic approach for the multi-item lot sizing problem. European J. Oper. Res. 75 (1994), 2, 332-341.
[15] J. Maes, J. O. McClain, L. N. Van Wassenhove: Multilevel capacitated lot sizing complexity and LP-based heuristics. European J. Oper. Res. 53 (1991), 2, 131-148.
[16] A. S. Manne: Programming of economic lot-sizes. Management Sci. 4 (1958), 2, 115-135.
[17] S. Nahmias: Production and Operations Analysis. Sixth edition. McGraw Hill, Boston 2009.
[18] J. M. Thizy, L. N. Van Wassenhove: Lagrangean relaxation for the multi-item capacitated lot-sizing problem: A heuristic implementation. IEE Trans. 17 (1985), 4, 308-313.
[19] W. W. Trigeiro, L. J. Thomas, J. O. McClain: Capacitated lot sizing with setup times. Management Sci. 35 (1989), 3, 353-366.
[20] H. M. Wagner, T. M. Whitin:
Dynamic version of the economic lot size model. Management Sci. 5 (1958), 3, 89-96.
MR 0102442 |
Zbl 0977.90500
[21] A. Wagelmans, S. Vanhoesel, A. Kolen:
Economic lot sizing - an $O(nłog n)$ algorithm that runs in linear time in the Wagner-Whitin case. Oper. Res. 40 (1992), 5145-5156.
MR 1152747