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A I I E Transactions Volume 13, 1981 - Issue 1
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Technical Note

A Note on Production Time Variation in Determining EMQ Under Influence of Learning and Forgetting

Dileep R. Sule Industrial Engineering Department, Louisiana Tech University, P.O. Box 10348, T.S., Ruston, LA, 71272
Pages 91-95 | Received 01 Sep 1980, Published online: 06 Jul 2007

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DILEEPR. SULE. (1983) Effect of learning and forgetting on economic lot size scheduling problem. International Journal of Production Research 21:5, pages 771-786.
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Articles from other publishers (20)

M.Y. Jaber, J. Peltokorpi & T.L. Smunt. (2022) The lot size problem and the learning curve: A review of mathematical modeling (1950’s -2020). Applied Mathematical Modelling 105, pages 832-859.
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S. Panda, S. Saha, N.M. Modak & S.S. Sana. (2017) A volume flexible deteriorating inventory model with price sensitive demand. Tékhne 15:2, pages 117-123.
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Adedeji BadiruDavid Nembhard & Bryan Norman. 2013. Handbook of Industrial and Systems Engineering, Second Edition. Handbook of Industrial and Systems Engineering, Second Edition 567 582 .
Mohamad Jaber & Maurice Bonney. 2011. Learning Curves. Learning Curves 265 291 .
M.A. Darwish. (2008) EPQ models with varying setup cost. International Journal of Production Economics 113:1, pages 297-306.
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David Nembhard & Bryan Norman. 2007. Workforce Cross Training. Workforce Cross Training 111 129 .
David Nembhard & Bryan Norman. 2005. Handbook of Industrial and Systems Engineering. Handbook of Industrial and Systems Engineering 16-1 16-13 .
Huan Neng Chiu & Hsin Min Chen. (2005) An optimal algorithm for solving the dynamic lot-sizing model with learning and forgetting in setups and production. International Journal of Production Economics 95:2, pages 179-193.
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S. Sana, S.K. Goyal & K.S. Chaudhuri. (2004) A production–inventory model for a deteriorating item with trended demand and shortages. European Journal of Operational Research 157:2, pages 357-371.
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Mohamad Y. Jaber & Maurice Bonney. (2001) Economic lot sizing with learning and continuous time discounting: Is it significant?. International Journal of Production Economics 71:1-3, pages 135-143.
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Timothy L. Smunt & Jack Meredith. (2009) A COMPARISON OF DIRECT COST SAVINGS BETWEEN FLEXIBLE AUTOMATION AND LABOR WITH LEARNING. Production and Operations Management 9:2, pages 158-170.
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Mohamad Y. Jaber & Maurice Bonney. (1999) The economic manufacture/order quantity (EMQ/EOQ) and the learning curve: Past, present, and future. International Journal of Production Economics 59:1-3, pages 93-102.
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Moutaz Khouja. (1995) The economic production lot size model under volume flexibility. Computers & Operations Research 22:5, pages 515-523.
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CHUNG‐LUN LI & T. C. E. CHENG. (2009) AN ECONOMIC PRODUCTION QUANTITY MODEL WITH LEARNING AND FORGETTING CONSIDERATIONS. Production and Operations Management 3:2, pages 118-132.
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T.C.E. Cheng. (1994) An economic manufacturing quantity model with learning effects. International Journal of Production Economics 33:1-3, pages 257-264.
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Dennis E. Kroll & K. Ravi Kumar. (1989) The incorporation of learning in production planning models. Annals of Operations Research 17:1, pages 291-303.
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Thomas R. GulledgeJr.Jr. & Behrokh Khoshnevis. (1987) Production rate, learning, and program costs: Survey and bibliography. Engineering Costs and Production Economics 11:4, pages 223-236.
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Thomas R. GulledgeJr.Jr. & Behrokh Khoshnevis. (1987) Production rate, learning, and program costs: Survey and bibliography. Engineering Costs and Production Economics 11:1, pages 223-236.
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Jeffrey D. Camm, James R. Evans & Norman Keith Womer. (1987) The unit learning curve approximation of total cost. Computers & Industrial Engineering 12:3, pages 205-213.
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David P. Kopcso & William C. Nemitz. (1983) Learning curves and lot sizing for independent and dependent demand. Journal of Operations Management 4:1, pages 73-83.
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