Semantic segmentation method for power tower/pole images
A tower pole image and semantic technology, applied in the field of power tower pole image semantic segmentation, can solve the problems of power tower poles with many edges, lack of flexibility, and does not consider the surrounding labeling conditions, etc., to achieve a single and consistent improved loss function Sexual Enhancement Effects
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Embodiment 1
[0021] figure 1 is the flow chart of the method for semantic segmentation of power tower images, such as figure 1 As shown, a kind of power tower image semantic segmentation method that the present invention proposes comprises:
[0022] Step 1: The power tower image is preprocessed, segmented into superpixels, the best matching dataset is selected and features are extracted.
[0023] Preprocessing refers to the work before the segmentation process: including removing noise, transforming the original image into superpixels, and forming an oversegmentation image (Oversegmentation Image). Superpixel (Superpixel) value is a collection of more than a dozen or dozens of pixels with certain common characteristics, and the superpixel can be further segmented to obtain the segmentation result.
[0024] The superpixel formation process can extract the RGB values of all pixels in the image, compare them with the RGB values of the surrounding pixels, and set a threshold as needed. I...
Embodiment 2
[0052] Binary labeling is used for reasoning, that is, the label takes values from {0, 1}, representing two different types of objects. In the actual segmentation problem, the labels are diverse, as long as more object types are learned from the training data set. Can. exist figure 2 and image 3 Taking S as the central superpixel, the "sensitivity" and high-order loss function design criteria in the design of the loss function in the present invention are specifically described through the change of its neighborhood. The following will calculate S if the loss function value marked "1" is taken.
[0053] figure 2 In the four neighborhoods of S, it changes gradually. In (a), the labels in the neighborhood of S are all "0". Therefore, according to the Markov property, the probability of S taking the label "1" is the smallest, that is, the loss function should be the largest. Calculated, the loss function value is 1.
[0054] In (b), (c), (d), as the number of superpixe...
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