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首页> 外文期刊>Mathematical Problems in Engineering >Fast Threshold Selection Algorithm of Infrared Human Images Based on Two-Dimensional Fuzzy Tsallis Entropy
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Fast Threshold Selection Algorithm of Infrared Human Images Based on Two-Dimensional Fuzzy Tsallis Entropy

机译:基于二维模糊Tsallis熵的红外人体图像快速阈值选择算法

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摘要

Infrared images are fuzzy and noisy by nature; thus the segmentation of human targets in infrared images is a challenging task. In this paper, a fast thresholding method of infrared human images based on two-dimensional fuzzy Tsallis entropy is introduced. First, to address the fuzziness of infrared image, the fuzzy Tsallis entropy of objects and that of background are defined, respectively, according to probability partition principle. Next, this newly defined entropy is extended to two dimensions to make good use of spatial information to deal with the noise in infrared images, and correspondingly a fast computation method of two-dimensional fuzzy Tsallis entropy is put forward to reduce its computation complexity from O(L~2) to O(L). Finally, the optimal parameters of fuzzy membership function are searched by shuffled frog-leaping algorithm following maximum entropy principle, and then the best threshold of an infrared human image is computed from the optimal parameters. Compared with typical entropy-based thresholding methods by experiments, the method presented in this paper is proved to be more efficient and robust.
机译:红外图像本质上是模糊且嘈杂的。因此,在红外图像中分割人类目标是一项艰巨的任务。介绍了一种基于二维模糊Tsallis熵的红外人体图像快速阈值化方法。首先,针对红外图像的模糊性,根据概率分配原理分别定义了物体的模糊Tsallis熵和背景的模糊Tsallis熵。接下来,将该新定义的熵扩展到二维,以利用空间信息来处理红外图像中的噪声,并相应地提出了一种二维模糊Tsallis熵的快速计算方法,以从O中降低其计算复杂度。 (L〜2)至O(L)最后,根据最大熵原理,通过改组蛙跳算法搜索模糊隶属函数的最优参数,然后根据最优参数计算出红外人体图像的最优阈值。与典型的基于熵的阈值化方法相比,本文提出的方法被证明是更有效,更鲁棒的。

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  • 来源
    《Mathematical Problems in Engineering》 |2014年第1期|308164.1-308164.10|共10页
  • 作者单位

    College of Computer Science, Guangxi University of Science and Technology, Liuzhou 545006, China;

    College of Computer Science, Guangxi University of Science and Technology, Liuzhou 545006, China;

    College of Computer Science, Guangxi University of Science and Technology, Liuzhou 545006, China;

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