Genetic Fuzzy Systems Applied to Ports and Coasts Engineering

Óscar Ibáñez, A. Castro
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引用次数: 3

Abstract

Fuzzy Logic (FL) and fuzzy sets in a wide interpretation of FL (in terms in which fuzzy logic is coextensive with the theory of fuzzy sets, that is, classes of objects in which the transition from membership to non membership is gradual rather than abrupt) have placed modelling into a new and broader perspective by providing innovative tools to cope with complex and ill-defined systems. The area of fuzzy sets has emerged following some pioneering works of Zadeh (Zadeh, 1965 and 1973) where the first fundamentals of fuzzy systems were established. Rule based systems have been successfully used to model human problem-solving activity and adaptive behaviour. The conventional approaches to knowledge representation are based on bivalent logic. A serious shortcoming of such approaches is their inability to come to grips with the issue of uncertainty and imprecision. As a consequence, the conventional approaches do not provide an adequate model for modes of reasoning. Unfortunately, all commonsense reasoning falls into this category. The application of FL to rule based systems leads us to fuzzy systems. The main role of fuzzy sets is representing Knowledge about the problem or to model the interactions and relationships among the system variables. There are two essential advantages for the design of rule-based systems with fuzzy sets and logic:
遗传模糊系统在港口海岸工程中的应用
模糊逻辑(FL)和模糊集在FL的广泛解释中(模糊逻辑与模糊集理论共延,即从隶属到非隶属的过渡是渐进的而不是突然的对象类别)通过提供创新工具来处理复杂和不确定的系统,将建模置于一个新的更广阔的视角。模糊集领域是在Zadeh (Zadeh, 1965和1973)的一些开创性工作之后出现的,其中建立了模糊系统的第一个基本原理。基于规则的系统已经成功地用于模拟人类解决问题的活动和适应性行为。传统的知识表示方法是基于二值逻辑的。这种方法的一个严重缺点是它们无法处理不确定性和不精确性的问题。因此,传统方法不能为推理模式提供适当的模型。不幸的是,所有的常识性推理都属于这一类。FL在基于规则的系统中的应用使我们进入了模糊系统。模糊集的主要作用是表示有关问题的知识或对系统变量之间的相互作用和关系进行建模。设计带有模糊集和逻辑的基于规则的系统有两个基本优势:
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