2018
DOI: 10.1007/s10489-018-1370-4
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An improved genetic algorithm for numerical function optimization

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Cited by 83 publications
(62 citation statements)
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“…Similarly, the offspring individual Y j ( j = n /2 + 1, n /2 + 2,…, n ) generated by crossover according to equation (7) is near the optimal individual X 1 ′ in the population. Because X 1 ′ is the best individual in the population, the offsprings generated by crossover with the HNDDBX operator are expected to be better than those of the crossover operator in [31, 37].…”
Section: Multi-offspring Improved Real-coded Genetic Algorithm (Momentioning
confidence: 99%
See 3 more Smart Citations
“…Similarly, the offspring individual Y j ( j = n /2 + 1, n /2 + 2,…, n ) generated by crossover according to equation (7) is near the optimal individual X 1 ′ in the population. Because X 1 ′ is the best individual in the population, the offsprings generated by crossover with the HNDDBX operator are expected to be better than those of the crossover operator in [31, 37].…”
Section: Multi-offspring Improved Real-coded Genetic Algorithm (Momentioning
confidence: 99%
“…At this point, there are countless search directions, and Y k may be located at any point within X 1 ′ CFG . In addition, because X 1 ′ is better than X i ′, the offsprings Y k generated by the HNDDBX operator have a great possibility to be superior to those of the crossover operator in [31, 37]. Thus, Y k may be very close to the optimal solution X ∗ of the problem to be solved.…”
Section: Multi-offspring Improved Real-coded Genetic Algorithm (Momentioning
confidence: 99%
See 2 more Smart Citations
“…The crossover operator plays an important role in GA and is dubbed as its backbone, therefore, lots of study is still needed for its development [6]. The GA modification in the form of Directed-Based Crossover (DBX) is conducted to obtain a better population in each generation [7]. Study on its comparison such as Order Crossover, Partially Mapped Crossover and Cycle Crossover has been carried out, resulting order crossover to be the most effective algorithm in producing feasible scheduling solutions [8].…”
Section: Introductionmentioning
confidence: 99%