Ashayeri, J., and Gelders, L.,(1985),Warehouse design optimization; European Journal of Operational
Research, 21(3), 285-294.
Ballou, R. H.,(1985), Business Logistics Management: planning and control: Prentice-Hall.
Baker, P., and Canessa, M., (2009), Warehouse design: A structured approach, European
Journal of Operational Research, 193(2), 425-436.
Barak, S., and Fallahnezhad, M., (2012), Cost Analysis of Fuzzy Queuing Systems, International
Journal of Applied Operational Research, 2(2), 25-36.
Cormier, G., and Gunn, E. A., “A review of warehouse models,” European Journal of
Operational Research, vol. 58, no. 1, pp. 3-13, 4/10/, 1992.
Cormier, G., and Gunn, E. A., (1996), On coordinating warehouse sizing, leasing and inventory
policy, IIE transactions, 28(2), 149-154.
Friemann, F., Rippel, M., & Schönsleben, P. (2014). Warehouse Capacities in the
Pharmaceutical Industry–Plan or Outsource?. In Advances in Production Management Systems.
Innovative and Knowledge-Based Production Management in a Global-Local World (pp. 427-
434). Springer Berlin Heidelberg.
Gill, A., (2009), A Warehousing Option Model in Supply Chain Management; Administrative
Sciences Association of Canada (ASAC), canada; 30 (2).
Goh, M., Jihong, O., and ChungâPiaw, T., (2001), Warehouse sizing to minimize inventory and
storage costs, Naval Research Logistics (NRL), 48(4), 299-312.
Gu, J., Goetschalck, M., and McGinnis, L. F., (2010), Research on warehouse design and
performance evaluation: A comprehensive review; European Journal of Operational Research,
203( 3), 539-549.
Hung, M. S., and Fisk, J. C.,(1984), Economic sizing of warehouses: A linear programming
approach, Computers & Operations Research, 11(1), 13-18.
Karimi B., Fatemi Ghomi S.M.T., Wilson JM. (2003), The capacitated lot-sizing
problem; a review of models and algorithms; Omega 31; 365-378.
Ke, J.-C., and Lin, C.-H., (2006), Fuzzy analysis of queueing systems with an unreliable server:
A nonlinear programming approach, Applied mathematics and computation, 175(1), 330-346.
Kumar, V. A., (2012), A Nonlinear Programming Approach For a Fuzzy queue with an
unreliable server, Bulletin of Society for mathematical services & standards (B SO MA SS), 1(2),
69-89.
Lai, Y.-J., and Hwang, C.-L., (1992), A new approach to some possibilistic linear programming
problems, Fuzzy Sets and Systems, 49(2), 121-133.
Luss, H., (1982), Operations research and capacity expansion problems: A survey, Operations
Research, 30(5), pp. 907-947.
Manne, A. S., and Veinott, A.,(1967), Optimal plant size with arbitrary increasing time paths of
the demand, Investments for capacity expansion: Size, location and time phasing, MIT Press,
178–190.
Petinis, V., Tarantilis*, C. D., and Kiranoudis, C. T., (2000), Warehouse sizing and inventory
scheduling for multiple stock-keeping products, International journal of systems science, 36(1),
39-47.
Rao, A., and Rao, M., (1998), Solution procedures for sizing of warehouses, European Journal
of Operational Research, 108(1), 16-25.
Ross, D. F. (2015). Warehouse Management. In Distribution Planning and Control (pp. 605-
685). Springer US.
Rouwenhorst, B., Reuter, B., Stockrahm, V., van Houtum, G. J., Mantel, R. J., and Zijm, W. H.
M., (2000), Warehouse design and control: Framework and literature review, European Journal
of Operational Research, 122(3), 515-533, 5/1/.
Rowley, J., (2000), The principles of warehouse design,Institute of Logistics & Transport, ISBN:
1870214846, http://books.google.com/books?id=xNFdAAAACAAJ.
Torabi, S. A., and Hassini, E., (2008), An interactive possibilistic programming approach for
multiple objective supply chain master planning, Fuzzy Sets and Systems, 159(2), 193-214.
White, J. A., and Francis, R. L.,(1971), Normative models for some warehouse sizing problems,
AIIE Transactions,. 3(3), 185-190.