Image threshold segmentation method based on Renyi cross entropy and Gaussian distribution

A Gaussian distribution and threshold segmentation technology, applied in image analysis, image data processing, instruments, etc., to achieve the effect of improving segmentation quality, accurate contour boundaries, and good universality

Inactive Publication Date: 2016-10-26
HUNAN UNIV OF ARTS & SCI
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Problems solved by technology

[0004] An image is a complex physical system, so far there is no universal segmentation method suitable for all image segmentation tasks, so in the face of different segmentation tasks (such as the segmentation of NDT images), research and propose effective Segmentation methods are still a challenging task at present

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  • Image threshold segmentation method based on Renyi cross entropy and Gaussian distribution
  • Image threshold segmentation method based on Renyi cross entropy and Gaussian distribution
  • Image threshold segmentation method based on Renyi cross entropy and Gaussian distribution

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Embodiment Construction

[0043] The present invention will be further described below in conjunction with accompanying drawing.

[0044] Step 1. Set the value of the Renyi cross-entropy index α (α>0 and α≠1), and initialize the minimum Renyi cross-entropy MinRE of the image to infinity.

[0045] Step 2. Read as figure 2 The image to be segmented is shown and stored in a two-dimensional image array I.

[0046] Step 3. Traverse the image I, obtain the maximum gray level L and gray level set G of the image, and calculate the normalized gray level histogram H.

[0047] Step 4. Suppose t is a gray histogram segmentation threshold for image I, which divides G into C 0 with C 1 two parts.

[0048] Step 5. Calculate about C 0 with C 1 The prior probability P 0 with P 1 , gray level mean M 0 with M 1 , class variance S 0 with S 1 .

[0049] Step 6. Calculate the gray level of the image according to the principle of Gaussian distribution i About C 0 with C 1 The class probability of and an...

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Abstract

Provided is an image gray histogram threshold segmentation method based on Renyi cross entropy and Gaussian distribution. The method comprises the following steps: 1) initializing Renyi cross entropy index alpha; 2) reading a grayscale image to be segmented and storing the image to a two-dimensional image array I; 3) traversing the image array I and calculating the maximum image gray level L and a gray level set G={0,1,...,L}; 4) supposing t is segmentation threshold value, and based on the t, dividing image pixels into two different kinds of gray level sets C0 and C1; 5) calculating prior probability P0 and P1, gray level mean values M0 and M1 and class variance S0 and S1 with respect to the C0 and C1 through formulas, and class probability P0 and P1 of each gray level i of the image with respect to the C0 and C1, and normalized posterior probability of each image gray level i obtained through Gaussian fitting; defining a symmetrical information amount formula of the image with respect to Renyi cross entropy; obtaining optimal segmentation threshold value; and finally, outputting an image obtained after segmentation.

Description

technical field [0001] The invention belongs to the technical field of image processing, and further relates to an image threshold segmentation method based on Renyi cross-entropy and Gaussian distribution in the technical field of image segmentation. Background technique [0002] Image segmentation is a key link in image processing tasks based on machine vision. It is the basis for image target feature extraction, recognition, detection, and image analysis and understanding. Among many image segmentation methods, the threshold segmentation method has become a widely used segmentation technique in scientific research and application practice due to its simplicity, effectiveness and ease of implementation. [0003] Threshold segmentation techniques can be divided into parametric and non-parametric methods. Since the non-parametric method only needs to design a criterion function when performing image segmentation, and there are few estimations of a large number of parameters...

Claims

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Application Information

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Patent Type & Authority Applications(China)
IPC IPC(8): G06T7/00
Inventor 聂方彦张平凤李建奇罗佑新
Owner HUNAN UNIV OF ARTS & SCI
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