人工魚群智能優(yōu)化算法的研究及應(yīng)用
[Abstract]:Traditional optimization algorithms often have specific requirements for the analytical properties of optimization problems, and it is difficult to solve all kinds of complex optimization problems in general. In recent years, it has been found that swarm intelligence optimization algorithm has special advantages in solving this kind of optimization problems, and has been paid attention to by many scholars. As an intelligent optimization algorithm, artificial fish swarm (Artificial Fish Swarm Algorithm,AFSA (artificial Fish Swarm) algorithm does not require special analytic properties of objective function, and is not sensitive to initial value and parameter value. With the characteristics of parallel processing ability and good randomness, it has been widely studied and applied. In this paper, the artificial fish swarm algorithm is studied and improved, and it is applied to solve the location problem of logistics distribution center. The concrete contents are summarized as follows: (1) the artificial fish swarm algorithm is easy to fall into the local extremum, and the optimization precision is not high. In order to solve these problems, an artificial fish swarm algorithm (Opposite Adaptive and Gauss Mutation Artificial Fish Swarm Algorithm,OAGMAFSA) based on reverse adaptive Gao Si mutation is proposed in this paper. In this algorithm, reverse solution is introduced to adjust the direction and position of artificial fish, which provides more opportunities to explore the potential optimal space, so that the artificial fish can jump out of the local optimum quickly. At the same time, in order to better balance the relationship between global search and local search, a nonlinear adaptive horizon step-size strategy is used. Furthermore, in order to increase the diversity of fish and reduce the possibility of artificial fish falling into early maturity, a mechanism of Gao Si variation guided by optimal solution was proposed. The simulation results show that the proposed algorithm can effectively improve the optimization accuracy of artificial fish and avoid premature convergence of artificial fish. (2) it is found that the proposed algorithm can effectively improve the optimization accuracy of artificial fish stocks and avoid premature convergence of artificial fish stocks. There are two main shortcomings in the basic artificial fish swarm algorithm: (1) the artificial fish swarm algorithm cannot control the field of view and the step size adaptively according to the fish colony distribution in the feeding process; (2) the behavior of each artificial fish in artificial fish swarm algorithm belongs to local search and lacks of global. Therefore, a multi-dimensional dynamic adaptive artificial fish swarm algorithm (Elite Learning-based Multi-dimensional dynamic Adaptive Artificial Fish Swarm Algorithm,EMAAFSA) for elite learning is proposed in this paper. By setting an independent field of view and step size for each dimension, the algorithm defines the visual field vector, step matrix and multi-dimensional neighborhood, thus improving the four basic behaviors of fish stocks. The artificial fish can adjust the optimal range adaptively according to the distribution of fish stocks. At the same time, an elite learning strategy for artificial fish is proposed, which increases the overall quality of fish and reduces the possibility of artificial fish falling into local optimization. The simulation results show that the algorithm can effectively improve the optimization quality, robustness and global search ability of artificial fish herd. (3) the logistics distribution center is responsible for storing all kinds of goods and delivering goods. An article circulation center for handling, etc. Multi-logistics distribution center location problem is a nonlinear programming problem with constraints. In this paper, the artificial fish swarm optimization algorithm is applied to multi-logistics distribution center location problem, and good results are obtained through simulation experiments. The validity and application value of OAGMAFSA and EMAAFSA algorithms are proved.
【學(xué)位授予單位】:江南大學(xué)
【學(xué)位級別】:碩士
【學(xué)位授予年份】:2017
【分類號】:TP18
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