Interpolated differential evolution for global optimisation problems (Q622840)
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scientific article; zbMATH DE number 5845440
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Interpolated differential evolution for global optimisation problems |
scientific article; zbMATH DE number 5845440 |
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Interpolated differential evolution for global optimisation problems (English)
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4 February 2011
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Summary: Differential Evolution (DE) is a popular metaheuristics for global optimisation, but little research has been done on its initial population generation. The selection of the initial population is important, since it affects the search for several iterations and often has an influence on the final solution. In this study, quadratic interpolation is used in conjugation with pseudorandom numbers to generate initial population for DE. The proposed algorithm named Quadratic Interpolation DE (QIDE) is validated on a set of 20 benchmark problems. Numerical results show the competence of the proposed scheme in terms of convergence rate and average CPU time.
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metaheuristics
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crossover
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initial population
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random numbers
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quadratic interpolation
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0.94492364
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0.9061717
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0.8990047
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0.8947201
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0.89030147
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0.88904214
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