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An Efficient Method for Computation of Entropy and Joint Entropy of Images

机译:计算熵和图像的熵和联合熵的有效方法

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This paper proposes an efficient method to compute entropy and joint entropy of images. Entropy of images is used to determine its quality. It is defined as the randomness or uncertainty present in the image. Similarly, joint entropy is a measure of the uncertainty present in the overlapped region of two images. Entropy and joint entropy computations are vital in several image processing applications. Intensity based image registration is done by maximizing the mutual information between two images. Mutual information is nothing but the difference between sum of individual entropies and joint entropy of two images. Image registration has applications, especially in the medical field, e.g. diagnosis and treatment of diseases. The entropy and joint entropy computation methods proposed in this paper are computationally less expensive than the standard methods. Entropy computation takes 78.60% less time than the standard method while computational time of joint entropy is reduced by 83.59%. This increase in efficiency comes at the cost of an error of 1.52% in entropy and 4.54% in joint entropy.
机译:本文提出了一种计算熵和联合熵的有效方法。图像的熵用于确定其质量。它被定义为图像中存在的随机性或不确定性。类似地,联合熵是存在于两个图像的重叠区域中存在的不确定性的量度。熵和联合熵计算在若干图像处理应用中至关重要。基于强度的图像配准通过最大化两个图像之间的相互信息来完成。相互信息只不过是单个熵和两个图像的联合熵之间的差异。图像配准有应用,尤其是在医学领域,例如在医学领域。疾病的诊断和治疗。本文提出的熵和联合熵计算方法的计算方式比标准方法便宜。熵计算比标准方法减少78.60%,而关节熵的计算时间减少了83.59%。这种效率的增加以熵的1.52%的误差和联合熵的4.54%提高。

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