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Improved simple optimization (SOPT) algorithm for unconstrained non-linear optimization problems

机译:改进的简单优化(SOPT)算法,用于无约束非线性优化问题

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Summary In the recent years, population based meta-heuristic are developed to solve non-linear optimization problems. These problems are difficult to solve using traditional methods. Simple optimization (SOPT) algorithm is one of the simple and efficient meta-heuristic techniques to solve the non-linear optimization problems. In this paper, SOPT is compared with some of the well-known meta-heuristic techniques viz. Artificial Bee Colony algorithm (ABC), Particle Swarm Optimization (PSO), Genetic Algorithm (GA) and Differential Evolutions (DE). For comparison, SOPT algorithm is coded in MATLAB and 25 standard test functions for unconstrained optimization having different characteristics are run for 30 times each. The results of experiments are compared with previously reported results of other algorithms. Promising and comparable results are obtained for most of the test problems. To improve the performance of SOPT, an improvement in the algorithm is proposed which helps it to come out of local optima when algorithm gets trapped in it. In almost all the test problems, improved SOPT is able to get the actual solution at least once in 30 runs.
机译:总结近年来,开发了基于种群的元启发式算法来解决非线性优化问题。使用传统方法很难解决这些问题。简单优化(SOPT)算法是解决非线性优化问题的一种简单有效的元启发式技术。在本文中,将SOPT与一些著名的元启发式技术进行了比较。人工蜂群算法(ABC),粒子群优化(PSO),遗传算法(GA)和差分进化(DE)。为了进行比较,SOPT算法在MATLAB中进行了编码,并且针对具有不同特性的无约束优化分别进行了25次标准测试功能运行30次。将实验结果与先前报告的其他算法的结果进行比较。对于大多数测试问题,都获得了有希望的可比结果。为了提高SOPT的性能,提出了对算法的改进,当算法陷入其中时,可以使其脱离局部最优。在几乎所有测试问题中,经过改进的SOPT都能在30次运行中至少获得一次实际的解决方案。

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