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Infinite impulse response systems modeling by artificial intelligent optimization methods

机译:无限脉冲响应系统通过人工智能优化方法建模

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Artificial Intelligent Optimization (AIO) algorithms learn from the past searches via using a group of individuals or agents. These Artificial Intelligence-based optimizing techniques are able to solve complex optimization problems with complicated constraints. They find the optimal in the low possible number of iterations, where optimal means the best from all possibilities selected from a special point of view. This paper presents a research on employing AIO methods with aim to Infinite Impulse Response (IIR) system modeling for design and optimization of IIR digital filters. The proposed methods cover a variety of AIO methods; algorithm based on evolution strategy (genetic algorithm) and heuristic algorithms (particle swarm optimization, population-based; gravitational search algorithm, and inclined planes system optimization, both populationbased and based on Newton's laws). In this paper, the IIR system modeling is solved as a constrained single-objective optimization problem in the Mean Squared Error (MSE) fitness function and is evaluated for two different benchmark IIR plants with high and low orders. To evaluate performance, efficiency and efficacy of the methods, two important criteria are used: "Indicator of Success (IoS)" and "Degree of Reliability (DoR)". In addition, the effect of decreasing population size (search agents) is analyzed on the performance and efficiency of the algorithms. Simulation results clarify the success of the research in terms of the MSE, IoS and DoR.
机译:人工智能优化(AIO)算法通过使用一组个人或代理商来学习过去搜索。这些基于人工智能的优化技术能够解决复杂的约束的复杂优化问题。他们在低可能数量的迭代中找到最佳,其中最佳意味着从特殊的角度选择的所有可能性。本文介绍了采用AIO方法的研究,目的是针对IIR数字滤波器的设计和优化的无限脉冲响应(IIR)系统建模。所提出的方法涵盖了各种AIO方法;基于演进策略(遗传算法)和启发式算法的算法(粒子群优化,以人口为基础;引力搜索算法,倾向于基于牛顿法律的群体和倾斜平面系统优化)。在本文中,IIR系统建模在平均平方误差(MSE)健身功能中被解释为约束的单目标优化问题,并对具有高低顺序的两个不同的基准IIR植物进行评估。为了评估方法的性能,效率和功效,使用了两个重要标准:“成功指标(iOS)”和“可靠性(DOR)”。此外,对算法的性能和效率降低降低群体大小(搜索试剂)的效果。仿真结果阐明了MSE,iOS和DOR的研究成功。

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