Image denoising method based on evidence theory
A technology of evidence theory and image, which is applied in the field of image denoising based on evidence theory, and can solve problems such as can not be used for random processes with non-stationary noise, inconvenient application of vector cases, and difficult to meet the conditions of observation data.
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Embodiment 1
[0069] Embodiment 1 (using a 3×3 square template, see figure 2 ):
[0070] The denoising steps when using a 3×3 square template are as follows:
[0071] (1) Read in a frame of image, let the first pixel be the current pixel;
[0072] (2) Determine whether the current pixel is a noise point, if so, proceed according to the following steps, if not, set the next pixel as the current pixel, and then judge until a noise point is encountered or the algorithm ends; the above judgment noise The point method adopts the interval method, that is, the gray value between 0-5 or 250-255 is a noise point, otherwise it is a signal point;
[0073] (3) With the noise point as the center, construct a 3 x 3 A square template that contains both the horizontal and vertical axes 3 pixels (see figure 2 ,exist figure 2 Marked in is the grayscale evidence of each pixel);
[0074] If the pixel on the image boundary is noise, then for the centered pixel 3 x 3 The part of the square templat...
Embodiment 2
[0103] Embodiment 2 (using a 5×5 square template, see image 3 ):
[0104] The difference between embodiment 2 and embodiment 1 is as follows:
[0105] Calculate the standard gray value of the current pixel :
[0106] According to the following formula (1), calculate the sum of the row gray values of the pixels in the 1st-2nd row and 4-5th row of the 5×5 square template :
[0107] (1)
[0108] in: subscript i = 1,2,3,5;
[0109] i = -2,-1, 0, 1, 2;
[0110] j = -2,-1, 0, 1, 2;
[0111] is the pixel in the 5×5 square template ( i,j ) grayscale;
[0112] Calculate the gray level evidence of each pixel in the first, second, fourth, and fifth lines according to the following formula , , , :
[0113]
[0114]
[0115] in: i = -2,-1, 0, 1, 2;
[0116] j = -2,-1,0, 1,2;
[0117] Synthesis of grayscale evidence:
[0118] a. The first round of grayscale evidence synthesis:
[0119] First, the grayscale ev...
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