基于粗糙集理论的图像分割研究进展

Payel Roy, S. Goswami, Sayan Chakraborty, A. Azar, N. Dey
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引用次数: 88

摘要

在图像处理领域,图像分割已成为大多数基于图像的操作中涉及的关键应用之一。图像分割是对任意图像进行分割或分割的过程。尽管图像分割和其他图像处理操作一样,在分割过程变得更加复杂的同时,也面临着一些问题和问题。以前的大量工作已经证明,粗糙集理论可以是一种有效的方法来克服图像分割过程中的这些复杂性。粗糙集理论有助于快速收敛和避免局部极小问题,从而提高了EM的性能,可以获得较好的结果。在粗集理论规则生成过程中,使用基于模糊关联的灰度阈值对每个条带进行个性化处理。因此,在图像分割中使用粗糙集是非常有用的。本文对以往基于粗糙集的图像分割方法进行了详细的总结,并进行了相应的分类。基于粗糙集的图像分割为图像分割提供了一个稳定、较好的框架。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Image Segmentation Using Rough Set Theory: A Review
In the domain of image processing, image segmentation has become one of the key application that is involved in most of the image based operations. Image segmentation refers to the process of breaking or partitioning any image. Although, like several image processing operations, image segmentation also faces some problems and issues when segmenting process becomes much more complicated. Previously lot of work has proved that Rough-set theory can be a useful method to overcome such complications during image segmentation. The Rough-set theory helps in very fast convergence and in avoiding local minima problem, thereby enhancing the performance of the EM, better result can be achieved. During rough-set-theoretic rule generation, each band is individualized by using the fuzzy-correlation-based gray-level thresholding. Therefore, use of Rough-set in image segmentation can be very useful. In this paper, a summary of all previous Rough-set based image segmentation methods are described in detail and also categorized accordingly. Rough-set based image segmentation provides a stable and better framework for image segmentation.
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