Optimal (R,S) Inventory Policy Under Non-Stationary Demand

This prototype computes optimal replenishment periods and corresponding order-up-to-levels under the assumption that the demand is non-stationary, and we incur fixed ordering cost and linear holding cost under a service level constraint.

The prototype is limited to 15 periods.

Fixed ordering cost the fixed procurement cost that is incurred each time a replenishment order is placed
Variable holding cost the linear holding cost that is incurred on any unit carried over in inventory from one period to the next
Service level (%) the probability that at the end of each and every time period the net inventory will not be negative
Coefficient of variation the coefficient of variation of the demand, which is assumed to be normally distributed, in each period of the planning horizon that is considered (i.e., stdev_i / mean_i)
Expected demands the expected demand values, assumed to be normally distributed, for the planning horizon
Lead-time length the deterministic lead-time length (in periods)

Relevant Publications

Awards

  • The project has been selected as one of the four Most Commercially Viable Softwares at ISA Student Medal Award 2006
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S. Armagan Tarim and Roberto Rossi
Cork Constraint Computation Centre

Brahim Hnich
Izmir University of Economics

Steve Prestwich
University College Cork

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Acknowledgements This research is supported by Science Foundation Ireland under Grant No. 03/CE3/I405 as part of the Centre for Telecommunications Value-Chain-Driven Research (CTVR) and under Grant No. 00/PI.1/C075
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