[1] Anvari M. (1987), Optimality criteria and risk in inventory models: The case of the newsboy problem;
Journal of the Operational Research Society 38; 625-632.
[2] Bijari M., Haji R. (2004), The single-period (news-vendor) problem with stochastic initial inventory;
International Journal of Engineering Science 15(2); 47-54.
[3] Ehrhardt R., Taube L. (1987), An inventory model with random replenishment quantity; Int. J. Prod.
Res. 25; 1795-1803.
[4] Hadley G., Whitin T. M. (1963), Analysis of inventory systems; Prentice-Hall, Englewood Cliffs, NJ.
[5] Haji R., Bijari M. (2003), The newsboy problem with stochastic initial inventory; Proceedings of the
8th Annual International Conference on Industrial Engineering, Nov. 10-12, 822-827.
[6] Henig M., Gerchak Y. (1990), The structure of periodic review policies in the presence of random
yield; Opr. Res. 38; 634-643.
[7] Ismail B., Louderback J. (1979), Optimizing and satisfying in stochastic cost-volume-profit analysis;
Decision Sciences 10; 205-217.
[8] Jain K., Silver E.A. (1995), The single period procurement problem where dedicated supplier capacity
can be reserved, Naval Res. Logist 42; 915-934.
[9] Johnson L.A., Montgomery D.C. (1974), Operations research in production planning, scheduling and
inventory control; John Wiley, New York.
[10] Jucker J.V., Rosenblatt M.J. (1985), Single-period inventory models with demand uncertainty and
quantity discounts; Behavioral implications and a new solution Procedure, Naval Research Logistics
Quarterly 32; 537-550.
[11] Kabak I., Weinberg C. (1972), The generalized newsboy problem, contract negotiations and
secondary vendors; IIE Transactions 4; 154-157.
[12] Khouja M. (1995), The newsboy problem under progressive multiple discounts, Eur. J. Op. Res. 84;
458-466.
[13] Khouja M. (1996), The newsboy problem with progressive retailer discounts and supplier quantity
discounts, Decis. Sci. 27; 589-599.
[14] Lau H. (1980), The newsboy problem under alternative optimization objective, Journal of the
Operational Research Society 31; 525-535.
[15] Lau, A., Lau, H. (1988), The newsboy problem with price-dependent demand
Distribution; IIE Transaction 20, 168-175.
[16] Lin C., Kroll D.E. (1997), The single-item newsboy problem with dual performance measures and
quantity discounts; European Journal. of Operations Research August; 562-565.
[17] Love S. (1979), Inventory control; McGraw-Hill, New York.
[18] Magee R.P. (1975), Cost-volume-profit analysis, uncertainty and capital market equilibrium, Journal
of Accounting Research 13; 257-266.
[19] Moon I. Choi S. (1995), The distribution free newsboy problem with balking, J. Opl. Res. Soc. 46;
537-542.
[20] Nahmias S. (2005), Production and Operations Analysis, 5th ed.; McGraw-Hill, New York.
[21] Noori A.H., Keller G. (1986), One-period order quantity strategy with uncertain mach between the
amount received and quantity requisitioned, INFOR, 24; 1-11.
[22] Pantumsinchai P., Knowles T.W. (1991), Standard container size discounts and the single-period
inventory problem, Decision Sciences 22; 612-619.
[23] Polatoglu L.H. (1991), Optimal order quantity and pricing decisions in single-period inventory
systems, Int. J. Prod. Econ. 23; 175-185.
[24] Reyniers D. (1991), A high-low search for a newsboy problem with delayed information feedback,
Oper. Res. 38; 838-846.
[25] Ross S.M. (1983), Stochastic processes, John Wiley, New York.
[26] Sankarasubramanian E., Kumaraswamy S. (1983), Optimal order quantity for pre-determined level of
profit, Management Science 29; 512-514.
[27] Shih W. (1979), A general decision model for cost-volume-profit analysis under uncertainty, The
Accounting Review 54; 687-706.
[28] Shih W. (1980), Optimal inventory policies when stockouts result from defective products, Int. J.
Prod. Res. 18; 677-686.
)
