Threshold Selection on Circular Histogram Using Renyi Entropy

Jin Jin, Jiu-lun Fan
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Abstract

Using the circular histogram of the H component in the HSI color model for threshold selection is a way of color image segmentation. The maximum Shannon entropy thresholding on the circular histogram is an effective segmentation method. Considering that Renyi entropy is one of the generalized forms of Shannon entropy, this paper extends the maximum Shannon entropy threshold selection method on circular histogram to Renyi entropy case, gives recursive algorithm to reduce the time complexity of Renyi entropy threshold selection, and discusses the determination of parameters in Renyi entropy threshold selection. The experimental comparison effect shows that the maximum Renyi entropy threshold selection method outperforms the maximum Shannon entropy threshold selection method.
基于Renyi熵的圆形直方图阈值选择
利用HSI颜色模型中H分量的圆形直方图进行阈值选择是彩色图像分割的一种方法。圆形直方图的最大香农熵阈值分割是一种有效的分割方法。考虑到人意熵是香农熵的一种广义形式,本文将圆形直方图上最大香农熵阈值选择方法推广到人意熵的情况,给出了降低人意熵阈值选择时间复杂度的递归算法,并讨论了人意熵阈值选择中参数的确定。实验对比结果表明,最大Renyi熵阈值选择方法优于最大Shannon熵阈值选择方法。
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