2021
DOI: 10.1016/j.ins.2020.12.087
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An approach based on timed Petri nets and tree encoding to implement search algorithms for a class of scheduling problems

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Cited by 9 publications
(8 citation statements)
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“…Thus, the computation SPE index is difficult in the KPCA method. Kim [ 31 ] and Lahdhiri [ 32 ] proposed a simple expression to calculate SPE in the feature space H, which is shown as follows: where is the matrix of the first principal eigenvectors of , is the diagonal matrix of the first eigenvalues of [ 33 ], and .…”
Section: Kernel Principal Component Analysis (Kpca)mentioning
confidence: 99%
“…Thus, the computation SPE index is difficult in the KPCA method. Kim [ 31 ] and Lahdhiri [ 32 ] proposed a simple expression to calculate SPE in the feature space H, which is shown as follows: where is the matrix of the first principal eigenvectors of , is the diagonal matrix of the first eigenvalues of [ 33 ], and .…”
Section: Kernel Principal Component Analysis (Kpca)mentioning
confidence: 99%
“…This model combines a GA with local search (L-GA) and an optimal computing budget allocation (OCBA) is embedded into it. A class of timed Petri nets, namely, structured nets, has been proposed by Lefebvre and Basile (2021), along with tree encoding, which will help solve the scheduling problems. A metaheuristic based on a GA and integer linear program has been proposed by Dang et al (2021), claiming that it would yield a 20%-40% improvement compared with current practices.…”
Section: Research Front 1scheduling Problems In Flexible Manufacturin...mentioning
confidence: 99%
“…Its concentration affects the final product's quality. When deciding whether or not to approve the product, this index is taken into account [14].…”
Section: Description Of the Process To Be Modeledmentioning
confidence: 99%
“…Its concentration affects the final product's quality. When deciding whether or not to approve the product, this index is taken into account [14]. Through the two valves V1 and V2, two ingredients Q1 and Q2, respectively, in tanks R1 and R2 are discharged into the mixing tank.…”
Section: Description Of the Process To Be Modeledmentioning
confidence: 99%