Abstract — This paper presents a Markov model for the conver-gence of multi-parent genetic algorithms (MPGAs). The proposed model formulates the variation of gene frequency caused by selection, multi-parent crossover, and mutation. In addition, it reveals the pairwise equivalence phenomenon in the number of parents and identifies the correlation between this number and the mean fitness in the OneMax problem. The good fit between theoretical and experimental results demonstrate the capability of this model. Moreover, the superiority of multi-parent crossover in convergence fitness over 2-parent crossover is validated theoretically as well as empirically. I
Abstract — In our previous work [1], it has been shown that the performance of multi-objective evolu...
In this paper we investigate the phenomenon of multi-parent reproduction, i.e. we study recombinatio...
As a new promising crossover method, multiple crossovers per couple (MCPC) deserves special attentio...
Abstract. This paper investigates genetic drift in multi-parent genetic algorithms (MPGAs). An exact...
Recent research shows that enlarging the arity of recombination operators in a Genetic Algorithm low...
Maintaining population diversity throughout generations of Genetic Algorithms (GAs) is key to avoid ...
Abstract(i) We investigate spectral and geometric properties of the mutation-crossover operator in a...
In this paper we present an analysis of gene pool recombination in genetic algorithms in the context...
This article studies the convergence characteristics of a genetic algorithm (GA) in which individual...
In this paper we report the results of experiments on multi-parent reproduction in an adaptive genet...
In this paper we describe an efficient approach for multimodal function optimization using genetic a...
The time evolution of a simple model for crossover is discussed. A variant of this model with an imp...
Original article can be found at: http://www.sciencedirect.com/science/journal/03043975 Copyright El...
In this paper we describe an efficient approach for multimodal function optimization using Genetic A...
Theoretical analysis of the dynamics of evolutionary algorithms is believed to be very important to ...
Abstract — In our previous work [1], it has been shown that the performance of multi-objective evolu...
In this paper we investigate the phenomenon of multi-parent reproduction, i.e. we study recombinatio...
As a new promising crossover method, multiple crossovers per couple (MCPC) deserves special attentio...
Abstract. This paper investigates genetic drift in multi-parent genetic algorithms (MPGAs). An exact...
Recent research shows that enlarging the arity of recombination operators in a Genetic Algorithm low...
Maintaining population diversity throughout generations of Genetic Algorithms (GAs) is key to avoid ...
Abstract(i) We investigate spectral and geometric properties of the mutation-crossover operator in a...
In this paper we present an analysis of gene pool recombination in genetic algorithms in the context...
This article studies the convergence characteristics of a genetic algorithm (GA) in which individual...
In this paper we report the results of experiments on multi-parent reproduction in an adaptive genet...
In this paper we describe an efficient approach for multimodal function optimization using genetic a...
The time evolution of a simple model for crossover is discussed. A variant of this model with an imp...
Original article can be found at: http://www.sciencedirect.com/science/journal/03043975 Copyright El...
In this paper we describe an efficient approach for multimodal function optimization using Genetic A...
Theoretical analysis of the dynamics of evolutionary algorithms is believed to be very important to ...
Abstract — In our previous work [1], it has been shown that the performance of multi-objective evolu...
In this paper we investigate the phenomenon of multi-parent reproduction, i.e. we study recombinatio...
As a new promising crossover method, multiple crossovers per couple (MCPC) deserves special attentio...