2022
DOI: 10.3390/math10111894
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Dynamic Jellyfish Search Algorithm Based on Simulated Annealing and Disruption Operators for Global Optimization with Applications to Cloud Task Scheduling

Abstract: This paper presents a novel dynamic Jellyfish Search Algorithm using a Simulated Annealing and disruption operator, called DJSD. The developed DJSD method incorporates the Simulated Annealing operators into the conventional Jellyfish Search Algorithm in the exploration stage, in a competitive manner, to enhance its ability to discover more feasible regions. This combination is performed dynamically using a fluctuating parameter that represents the characteristics of a hammer. The disruption operator is employe… Show more

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Cited by 13 publications
(8 citation statements)
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References 33 publications
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“…T 173-P130-R7-B6-L5-T14-C0.2 30 30 0 2184 optimal (10) T 173-P130-R6-B7-L5-T14-C0.2 15 15 0 2165 optimal (11) T 173-P150-R6-B9-L4-T14-C0.2 261 261 0 2095 optimal (12) T 173-P130-R5-B8-L5-T14-C0.1 134 134 0 2094 optimal (13) T 173-P170-R7-B6-L5-T14-C0.2 30 30 0 1655 optimal (14) T 173-P150-R6-B7-L5-T14-C0.2 166 166 0 1498 optimal (15) T 173-P170-R6-B7-L5-T14-C0.1 21 21 0 1450 optimal (16) T 173-P130-R6-B9-L4-T14-C0.3 61 61 0 1448 optimal (17) T 173-P130-R6-B9-L4-T14-C0.2 33 33 0 1381 optimal (18) T 173-P150-R9-B6-L4-T14-C0.1 22 22 0 1186 optimal (19) T 173-P150-R7-B6-L5-T14-C0.1 15 15 0 1111 optimal (20) T 173-P170-R6-B7-L5-T14-C0.2 52 52 0 1067 optimal (23) T 173-P170-R5-B8-L5-T14-C0.2 41 41 0 834 optimal (30) T 173-P150-R5-B8-L5-T14-C0.2 52 52 0 633 optimal (31) T 173-P170-R6-B9-L4-T14-C0.1 76 76 0 632 optimal (32) T 173-P130-R7-B6-L5-T14-C0.1 24 24 0 629 optimal (33) T 173-P170-R5-B8-L5-T14-C0.1 40 40 0 611 optimal (34)…”
Section: Gurobi Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…T 173-P130-R7-B6-L5-T14-C0.2 30 30 0 2184 optimal (10) T 173-P130-R6-B7-L5-T14-C0.2 15 15 0 2165 optimal (11) T 173-P150-R6-B9-L4-T14-C0.2 261 261 0 2095 optimal (12) T 173-P130-R5-B8-L5-T14-C0.1 134 134 0 2094 optimal (13) T 173-P170-R7-B6-L5-T14-C0.2 30 30 0 1655 optimal (14) T 173-P150-R6-B7-L5-T14-C0.2 166 166 0 1498 optimal (15) T 173-P170-R6-B7-L5-T14-C0.1 21 21 0 1450 optimal (16) T 173-P130-R6-B9-L4-T14-C0.3 61 61 0 1448 optimal (17) T 173-P130-R6-B9-L4-T14-C0.2 33 33 0 1381 optimal (18) T 173-P150-R9-B6-L4-T14-C0.1 22 22 0 1186 optimal (19) T 173-P150-R7-B6-L5-T14-C0.1 15 15 0 1111 optimal (20) T 173-P170-R6-B7-L5-T14-C0.2 52 52 0 1067 optimal (23) T 173-P170-R5-B8-L5-T14-C0.2 41 41 0 834 optimal (30) T 173-P150-R5-B8-L5-T14-C0.2 52 52 0 633 optimal (31) T 173-P170-R6-B9-L4-T14-C0.1 76 76 0 632 optimal (32) T 173-P130-R7-B6-L5-T14-C0.1 24 24 0 629 optimal (33) T 173-P170-R5-B8-L5-T14-C0.1 40 40 0 611 optimal (34)…”
Section: Gurobi Resultsmentioning
confidence: 99%
“…SA [16] is a well-known metaheuristic that has been used to solve many different problems such as routing problems [17][18][19][20], symbolic regression [21], feature selection and/or hyperparameter tuning for classification algorithms [22][23][24], influence maximization on social networks [25], and many other problems [26,27]. Furthermore, SA has been implemented for solving many different scheduling problems related to machine scheduling problems [28], scheduling of relief teams in natural disasters [29], for the multiobjective job-shop problem [30], in scheduling tasks in cloud computing applications [31], among others.…”
Section: Heuristic Approachmentioning
confidence: 99%
“…Nevertheless, this particular methodology is exclusively applicable in a cloud environment and solely focuses on mitigating the makespan issue. In a recent publication by , a novel dynamic Jellyfish Search algorithm, DJSD, is developed 16 . In this work simulated annealing operators are integrated into the conventional Jellyfish Search Algorithm during the exploration phase in a competitive manner to improve diversity of the search.…”
Section: Review Of Related Workmentioning
confidence: 99%
“…Attiya et al 30 have contributed a Dynamic Simulated Annealing and Jellyfish Search Algorithm (DSAJSA) using a disruption operator for better TS with minimized makespan and degree of imbalance. This DSAJSA‐based TS process is proposed in a competitive manner for enhancing the potentiality of feasibly discovering more regions.…”
Section: Related Workmentioning
confidence: 99%