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Comparative Study of Type-1 and Interval Type-2 Fuzzy Systems in the Fuzzy Harmony Search Algorithm Applied to Benchmark Functions

机译:基于基准函数的模糊和声搜索算法中1型和间隔2型模糊系统的比较研究

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At present the use of fuzzy systems applied to problem solving is very common, since the use of linguistic variables is less complex when solving a problem. This article presents a study of the use of type-1 and interval type-2 fuzzy system applied to the solution of problems of optimization using metaheuristic algorithms. There are many types of algorithms that mimic social, biological, etc. behaviors. In this case the work focuses on the metaheuristic algorithms in specific the fuzzy harmony search algorithm (FHS), the metaheuristic algorithms use a technique to obtain a suitable exploration in a definite space to finish with an exploitation around the best position found, with this it is possible to obtain a good solution of the problem. In particular, it was applied to 11 mathematical reference functions using different numbers of dimensions.
机译:目前,应用于问题解决的模糊系统是非常常见的,因为在解决问题时使用语言变量的使用更不重要。本文介绍了使用型号和间隔类型-2模糊系统的使用,应用于使用成群质算法解决优化问题。有许多类型的算法模仿社会,生物学等行为。在这种情况下,工作侧重于特定的模糊和声搜索算法(FHS)中的成群质算法,所以通过一种技术来获得在明确的空间中获得合适的探索,以便在找到的最佳位置围绕最佳位置进行剥削可以获得问题的良好解决方案。特别地,使用不同数量的维度应用于11个数学参考函数。

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