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A note on how to compute economic order quantities without derivatives by cost comparisons

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References

1990How Many Parts to Make at Once1,105 cited
2014HOW MANY PARTS TO MAKE AT ONCE375 cited
1997International encyclopedia of business and management247 cited
2001The economic production quantity (EPQ) with shortage derived algebraically215 cited
1999The EOQ with backlogging derived without derivatives197 cited
2006A note on the economic lot size of the integrated vendor–buyer inventory system derived without derivatives79 cited
2003An integrated single-vendor single-buyer inventory system with shortage derived algebraically78 cited
2003Technical note: The EOQ and EPQ models with shortages derived without derivatives76 cited
2004Short comments on technical note—The EOQ and EPQ models with shortages derived without derivatives70 cited
2002The economic lot size of the integrated vendor‐buyer inventory system derived without derivatives58 cited

Cited by

2009An easy method to derive EOQ and EPQ inventory models with backorders45 cited
2008A modified method to compute economic order quantities without derivatives by cost-difference comparisons39 cited
2007Technical note: A use of the complete squares method to solve and analyze a quadratic objective function with two decision variables exemplified via a deterministic inventory model with a mixture of backorders and lost sales38 cited

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2011

Model and heuristic algorithm of the joint replenishment problem with complete backordering and correlated demand

37 cited

2009A simple method to compute economic order quantities: Some observations29 cited

2008A general model forEOQinventory systems with partial backlogging and linear shortage costs26 cited

2020A simple derivation of the optimal solution for the EOQ model for deteriorating items with planned backorders25 cited

2010Revisiting lot sizing for an inventory system with product recovery25 cited

2013Optimal lot size for a production–inventory system with partial backlogging and mixture of dispatching policies24 cited

2016EOQ model with batch demand and planned backorders23 cited

2013Solving a finite horizon EPQ problem with backorders22 cited

2009An integrated production-inventory system in a multi-stage multi-firm supply chain21 cited

2013Generalized EOQ formula using a new parameter: Coefficient of backorder attractiveness21 cited

2007Using the complete squares method to analyze a lot size model when the quantity backordered and the quantity received are both uncertain19 cited