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首页> 外文期刊>Journal of Theoretical and Applied Information Technology >FUZZY RULE INTERPOLATION METHODS AND FRI TOOLBOX
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FUZZY RULE INTERPOLATION METHODS AND FRI TOOLBOX

机译:模糊规则插值方法和FRI工具箱

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FRI methods are less popular in the practical application domain. One possible reason is the missing common framework. There are many FRI methods developed independently, having different interpolation concepts and features. One trial for setting up a common FRI framework was the MATLAB FRI Toolbox, developed by Johany?k et. al. in 2006. The goals of this paper are divided as follows: firstly, to present a brief introduction of the FRI methods. Secondly, to introduce a brief description of the refreshed and extended version of the original FRI Toolbox. And thirdly, to use different unified numerical benchmark examples to evaluate and analyze the Fuzzy Rule Interpolation Techniques (FRI) (KH, KH Stabilized, MACI, IMUL, CRF, VKK, GM, FRIPOC, LESFRI, and SCALEMOVE), that will be classified and compared based on different features by following the abnormality and linearity conditions [15].
机译:FRI方法在实际应用领域中不太流行。一个可能的原因是缺少通用框架。有许多独立开发的FRI方法,具有不同的插值概念和特征。 Johany?k等人开发的MATLAB FRI Toolbox是建立通用FRI框架的一项试验。等在2006年。本文的目标分为以下几个方面:首先,简要介绍FRI方法。其次,简要介绍原始FRI工具箱的更新和扩展版本。第三,使用不同的统一数值基准示例来评估和分析模糊规则插值技术(FRI)(KH,KH稳定,MACI,IMUL,CRF,VKK,GM,FRIPOC,LESFRI和SCALEMOVE),将其分类并根据异常和线性条件根据不同特征进行比较[15]。

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