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Међународна научна конференција - Знањем до здравља САНУС 2022. - confOrganiser.com

Међународна научна конференција - Знањем до здравља САНУС 2022.

3 - 4.6.2022.

GENETIC ALGORITHM PARAMETER CONTROL FOR ACHIEVING BETTER OPTIMIZATION PERFORMANCE

Аутори:
1. Nenad Kostic, Faculty of Engineering, University of Kragujevac, Sestre Janjić 6, 34000 Kragujevac, Srbija 2IMW Ins, Serbia
2. Nenad Marjanović, Факултет инжењерских наука Универзитета у Крагујевцу, Serbia
3. Nenad Petrović, Факултет инжењерских наука Универзитета у Крагујевцу, Serbia
4. Miloš Matejić, Факултет инжењерских наука Универзитета у Крагујевцу, Serbia
5. Mirko Blagojević, Факултет инжењерских наука Универзитета у Крагујевцу, Serbia


Апстракт:
This research is directed towards controlling genetic algorithm operator parameters. Simulations have been done in MatLab on examples taken from literature for genetic algorithm testing. Based on a large number of simulations with different parameter values, algorithm operator values are attained experimentally. An analysis of results has been completed in Statistica, as well as the creation of nonlinear equations for the correlation between operators and results. By optimizing the derived equations it is possible to determine general parameter values of operators which will have beneficial optimization performances, in terms of convergence. One equation which gives the best optimization values is favored. Attained values are again tested on new examples which define achieved performance and benefits of this approach. These results lead to a simplified use of the genetic algorithm for practical optimization with satisfactory results. This approach has a practical engineering optimization use perspective.

Кључне речи:
genetic algorithm,parameter control,operators,MatLab,mathematical model

Тематска област:
Mehatronika i informatika

Датум пријаве сажетка:
02.03.2015.

Конференцијa:
12th International conference on accomplishments in Electrical and Mechanical Engineering and Information Technology (DEMI 2015)

Финални рад

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