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Instantaneously warping interval computation using low level intrinsic mode functions

机译:使用低阶本征函数即时扭曲间隔计算

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The development of fuzzy sets may be carried out on a stepwise and offline basis. However, this mechanism doesn't instantly reflect the real situation the fuzzy-based system is processing. Moreover, the intrinsic discontinuity of the stepwise functions usually results in the poor modeling of the processing data. This shortcoming may be removed through several more specific fuzzy sets that are properly associated with the fuzzy sets formed at the higher level. To fit the complexity of the granular descriptors, we propose a nonuniformly spaced interval calculation algorithm functioning in an instantaneous manner for more sophisticated fuzzy sets without losing reasonable interpretation. In this paper, several examples are also performed to verify the usability of this EMD-based scale warping approach.
机译:模糊集的开发可以在逐步和离线的基础上进行。但是,这种机制并不能立即反映出基于模糊系统正在处理的实际情况。此外,逐步函数的固有不连续性通常导致处理数据的建模不佳。可以通过与更高级别上形成的模糊集适当关联的几个更具体的模糊集来消除此缺点。为了适应粒度描述符的复杂性,我们提出了一种非均匀间隔的间隔计算算法,该算法以瞬时方式运行,用于更复杂的模糊集,而不会丢失合理的解释。在本文中,还执行了一些示例来验证这种基于EMD的缩放变形方法的可用性。

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