用神经网络模型对模糊域理论进行有效性验证

Hahn-Ming Lee, Jyh-Ming Chen, E. Chang
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引用次数: 1

摘要

梯形模糊集知识神经网络(KBNN/TFS)是一种基于梯形模糊输入的模糊神经网络模型,具有模糊规则修正、验证和生成的能力。基于KBNN/TFS,提出了一种评估KBNN/TFS上规则推理复杂度的效率验证方法。此外,提出了三种简化模糊规则神经网络模型结构的方法,以提高推理效率。第一种方法是模糊制表法,通过对特定规则的前项进行建模,进行规则组合,然后剔除规则中的无关变量。第二种方法是传递模糊规则压缩法,该方法将规则与传递关系结合起来,以减少推理的计算量。第三种方法称为相同先行词统一法,通过用单个特定先行词代替规则的相同先行词来简化规则的冗余先行词。通过这些方法,可以在不改变推理结果的情况下简化规则结构。利用所提出的效率验证方法对三种效率提升方法的执行结果进行了分析和支持。仿真结果表明,三种增效方法均能提高效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Efficiency validation of fuzzy domain theories using a neural network model
Knowledge-Based Neural Network with Trapezoidal Fuzzy Set (KBNN/TFS) is a fuzzy neural network model, which handles trapezoidal fuzzy inputs with the abilities of fuzzy rule revision, verification and generation. Based on KBNN/TFS, an efficiency validation method is proposed to evaluate the rule inference complexity on KBNN/TFS. Besides, three methods that simplify the structure of this fuzzy rule-based neural network model are provided to enhance the inference efficiency. Fuzzy tabulation method, the first method, is performed to do rule combination by modeling the antecedents of some specific rules and then to eliminate the don't care variables in the rules. The second method, named transitive fuzzy rule compacting method, combines the rules with the transitive relations to decrease the computational load of inference. The third method, called identical antecedent unifying method, simplifies the redundant antecedents of rules by replacing the identical antecedents of the rules with a single specific antecedent. By these methods, the structure of rules can be simplified without changing the results of its inference. The proposed efficiency validation method is used to analyze and support the results of performing these three efficiency enhancing methods. Also the simulation results show that the efficiency is enhanced after performing these three efficiency enhancing methods.
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