首页> 外文会议>Fuzzy Information Processing Society, 1999. NAFIPS. 18th International Conference of the North American >Subdivision methods for decreasing excess fuzziness of fuzzyarithmetic in fuzzified neural networks
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Subdivision methods for decreasing excess fuzziness of fuzzyarithmetic in fuzzified neural networks

机译:降低模糊度过多模糊度的细分方法模糊神经网络中的算术

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When a fuzzy input vector is presented to a multi-layerfeedforward neural network, the corresponding fuzzy output vector iscalculated by fuzzy arithmetic. It is well known that fuzzy arithmeticinvolves excess fuzziness; we employ subdivision methods of intervalinput vectors for decreasing excess fuzziness included in fuzzy outputsfrom neural networks. First we examine a simple subdivision method whereeach level set of a fuzzy input vector is subdivided into many cellswith the same size by uniformly subdividing all elements of the levelset into multiple intervals. Next we examine a hierarchical subdivisionmethod where each level set is subdivided into many cells with differentsizes by iteratively subdividing a single element of a cell into twointervals. Finally we modify the hierarchical subdivision method forefficiently decreasing excess fuzziness
机译:将模糊输入向量呈现给多层时 前馈神经网络,相应的模糊输出矢量为 通过模糊算法计算。众所周知,模糊算法 涉及过多的模糊性;我们采用区间的细分方法 用于减少模糊输出中包含的过多模糊性的输入向量 来自神经网络。首先,我们研究一种简单的细分方法,其中 模糊输入向量的每个级别集都细分为许多单元 通过均匀细分关卡的所有元素来具有相同的大小 设置为多个时间间隔。接下来,我们检查分层细分 将每个级别集细分为多个具有不同单元格的方法 通过将一个单元的单个元素迭代细分为两个来调整大小 间隔。最后,我们针对 有效降低过多的模糊性

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