2016
DOI: 10.1016/j.ejor.2015.12.041
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Spare parts stocking analysis using genetic programming

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Cited by 28 publications
(10 citation statements)
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“…The result shows that the bullwhip effect contributes to neutralize the impact of uncertainties. Adopting a genetic programming-based symbolic regression method, Ghaddar et al 46 investigate the spare parts stocking problems with the level of repair analysis. It is worth noting that there is a fast growing literature on optimizing maintenance policies and spare parts jointly, such as those by Panagiotidou, 47 Wang and Liu, 48 and Zhang and Zeng.…”
Section: Psr Managementmentioning
confidence: 99%
“…The result shows that the bullwhip effect contributes to neutralize the impact of uncertainties. Adopting a genetic programming-based symbolic regression method, Ghaddar et al 46 investigate the spare parts stocking problems with the level of repair analysis. It is worth noting that there is a fast growing literature on optimizing maintenance policies and spare parts jointly, such as those by Panagiotidou, 47 Wang and Liu, 48 and Zhang and Zeng.…”
Section: Psr Managementmentioning
confidence: 99%
“…Indeed, solving a bi-objective problem with one qualitative dimension and one quantitative dimension is computationally better than solving a pure multi-objective problem, as has been proven in [2]. Another variation, with respect to optimization, it is to use other advanced techniques such as genetic programming [38] or joint optimization such as in [87].…”
Section: Reclassification Of Theinitialspareparts Into the Classes Amentioning
confidence: 99%
“…The authors in [27], for instance, emphasize the role of the lead time criterion in analysing the competitiveness of companies. In terms of criticality, one can also argue that it is a function of the criticality of the spare parts for the machine as well as the criticality of the machine in the whole operational system [33] [38] [57]. Accordingly, the use of multiple criteria for spare parts classification has better justification as it attempts to consider all the operations management/control requirements of different types of items.…”
Section: Introductionmentioning
confidence: 99%
“…This operator transforms chromosome i based on a randomly generated number1 | | r I   . Again, the demand of new chromosomes must remain within the range defined in Step 1; otherwise, the objective function will be penalized (Ghaddar et al, 2016): 11. Loop and stop conditions: This loop continues until the difference between the best solutions of two consecutive iterations becomes lower than a specific value.…”
Section: Solution Methods For Scheduling Projectmentioning
confidence: 99%