Modelling, Identification and Control / 801: Advances in Computer Science 2013
DOI: 10.2316/p.2013.799-004
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Particle Swarm-based Meta-Optimising on Graphical Processing Units

Abstract: Optimisation (global minimisation or maximisation) of complex, unknown and non-differentiable functions is a difficult problem. One solution for this class of problem is the use of meta-heuristic optimisers. This involves the systematic movement of n-vector solutions through ndimensional parameter space, where each dimension corresponds to a parameter in the function to be optimised. These methods make very little assumptions about the problem. The most advantageous of these is that gradients are not necessary… Show more

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Cited by 2 publications
(2 citation statements)
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References 29 publications
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“…Cauchy distribution is commonly used for this purpose (Alssager et al 2020 ). According to Husselmann and Hawick ( 2013 ), random numbers are generated from a Lévy distribution as shown in the algorithm below (Fig. 6 ).…”
Section: A Standard Cuckoo Search Algorithmmentioning
confidence: 99%
“…Cauchy distribution is commonly used for this purpose (Alssager et al 2020 ). According to Husselmann and Hawick ( 2013 ), random numbers are generated from a Lévy distribution as shown in the algorithm below (Fig. 6 ).…”
Section: A Standard Cuckoo Search Algorithmmentioning
confidence: 99%
“…Lessons learned from meta-optimisation [25] reaffirm that performance would be extremely problematic, mostly due to the averaging and re-averaging necessary to obtain a good fitness estimate. Van Berkel's effort was distributed across a set of client processors, but performance results given indicated that the execution of a single program took upwards from 350ms for a program of lowest complexity [3]; together with averaging, the author reports total runtime of around three hours for one experiment.…”
Section: Solmentioning
confidence: 99%