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Effects of the use of non-geometric binary crossover on ...
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由 H Ishibuchi 著作2007被引用 7 次 — Experimental results show that non-geometric binary crossover improves their search ability. Then we examine its effect on EMO algorithms. Experimental results ...
Effects of the Use of Non-Geometric Binary Crossover on ...
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由 H Ishibuchi 著作2007被引用 7 次 — ABSTRACT. In the design of evolutionary multiobjective optimization (EMO) algorithms, it is important to strike a balance between diversity and convergence.
[PDF] Effects of the use of non-geometric binary crossover on ...
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Experimental results show that non-geometric binary crossover drastically increases the diversity of solutions while it slightly degrades their convergence ...
Effects of nongeometric binary crossover on multiobjective ...
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由 N Tsukamoto 著作2009被引用 1 次 — In this article, we examine the effect of our crossover operator on the performance of evolutionary multiobjective optimization (EMO) algorithms ...
Effects of nongeometric binary crossover on multiobjective 0/1 ...
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A new evolutionary algorithm for solving multiobjective 0/1 knapsack problem is proposed in this paper. This algorithm used a ε-dominance relation for direct ...
Use of non-geometric binary crossover as mutation
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由 H Ishibuchi 著作2010被引用 1 次 — Experimental results show that the use of our crossover operator as mutation improves the performance of NSGA-II on a two-objective knapsack problems by ...
Effects of nongeometric binary crossover on multiobjective 0/1 ...
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Experimental results show that the proposed crossover operator improves the search ability of EMO algorithms for a wide range of test problems.
Diversity Improvement by Non-Geometric Binary Crossover ...
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由 H Ishibuchi 著作被引用 51 次 — When geometric binary crossover operators are used in EMO algorithms for multiobjective optimization, they often decrease the spread of solutions along the ...
Diversity improvement by non-geometric binary crossover in ...
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In the design of evolutionary multiobjective optimization (EMO) algorithms, it is important to strike a balance between diversity and convergence.
Diversity Improvement by Non-Geometric Binary Crossover ...
IEEE Xplore
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由 H Ishibuchi 著作2010被引用 51 次 — In this paper, we first propose a non-geometric binary crossover operator to generate an offspring outside the segment between its two parents.