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A new approach to fuzzy morphology based on fuzzy integral and its application in image processing

机译：基于模糊积分的模糊形态学新方法及其在图像处理中的应用

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Based on the similarities between fuzzy set theory and mathematical morphology, Grabisch (1994) proposed a fuzzy morphology based on the Sugeno fuzzy integral. This paper shows how these ideas can be applied to practical problems. Fast implementable definitions for erosion and dilation based on the fuzzy integral are given, their properties are discussed and some application examples are presented.

机译：基于模糊集理论与数学形态学之间的相似性，Grabisch（1994）提出了基于Sugeno模糊积分的模糊形态学。本文展示了如何将这些想法应用于实际问题。给出了基于模糊积分的侵蚀和膨胀的快速可实现定义，讨论了它们的性质并给出了一些应用实例。

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《》|1996年|P.625-630|共6页
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GroBert; S.; Koppen; M.;
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中图分类无线电电子学、电信技术;
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4. A new approach to fuzzy morphology based on fuzzy integral and its application in image processing [C] . GroBert S., Koppen M., Institute of Electric and Electronic Engineer International Conference on Pattern Recognition . 1996

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A new approach to fuzzy morphology based on fuzzy integral and its application in image processing

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