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Original Articles

A SIMPLE COST MINIMIZATION PROCEDURE FOR THE (Q,R) INVENTORY MODEL: DEVELOPMENT AND EVALUATION

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Pages 45-53 | Received 01 Oct 1989, Published online: 31 May 2007

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Huan Neng Chiu & Hsin Min Chen. (2002) A stochastic (q, r) inventory model with manufacturing learning and forgetting effects on replenishment lead times. Journal of Information and Optimization Sciences 23:2, pages 385-408.
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Chao-Yu Chou & Cherng-Shiang Perng. (1998) 應用田口式參數設計降低批量再訂購點模式之存貨成本. Journal of the Chinese Institute of Industrial Engineers 15:4, pages 419-427.
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Haim Shore. (1997) Enhancement for two commonly-used approximations for the inverse cumulative function of the normal distribution. Communications in Statistics - Simulation and Computation 26:3, pages 1041-1047.
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Articles from other publishers (5)

Edwards A. Silver, David F. Pyke & Douglas J. Thomas. 2016. Inventory and Production Management in Supply Chains. Inventory and Production Management in Supply Chains 237 316 .
Changkyu Park. (2007) An analysis of the lead time demand distribution derivation in stochastic inventory systems. International Journal of Production Economics 105:1, pages 263-272.
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Haim Shore. (1999) Optimal solutions for stochastic inventory models when the lead-time demand distribution is partially specified. International Journal of Production Economics 59:1-3, pages 477-485.
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Haim Shore. (2009) OPTIMUM SCHEDULE FOR PREVENTIVE MAINTENANCE: A GENERAL SOLUTION FOR A PARTIALLY SPECIFIED TIME‐TO‐FAILURE DISTRIBUTION. Production and Operations Management 5:2, pages 148-162.
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Haim Shore. (1995) Fitting a distribution by the first two moments (partial and complete). Computational Statistics & Data Analysis 19:5, pages 563-577.
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