Method for monitoring moving object in video image
A technology of moving objects and video images, applied in the field of visual analysis, can solve the problems of reducing the quality of background images, misjudgment, and not using prior knowledge of regional continuity
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Embodiment 1
[0071] Such as figure 2 As shown, the present invention provides a kind of method for monitoring moving target in video image, and this method comprises the following steps:
[0072] 101. Construct an observation matrix D of the video image to be processed;
[0073] Specifically, in this step 101, grayscale and vectorization operations may be performed on each frame of the acquired surveillance video sequence to construct an observation matrix.
[0074] For example, the obtained N frames of surveillance video images are grayscaled, and the N frames of images obtained after the grayscale are denoted as I 1 ,...,I N , the resolution of each frame image is recorded as a×b, that is, I i ∈ R a×b ,i=1,...,N,R a×b Represents the space of real numbers of size a×b.
[0075] and the I 1 ,...,I N Sequential vectorization to construct the observation matrix D∈R M×N , where M=ab,
[0076] R M×N Represents a real number space whose size is M×N, and the specific operation is as f...
Embodiment 2
[0128] In this embodiment, the method of the present invention is used to detect and track moving objects on the monitoring video of the CDNET2014Office scene.
[0129] 201, the obtained 100 frames of three-channel color surveillance video images are grayscaled, and the 100 frames of images obtained after the grayscale are denoted as I1 ,...,I 100 , the resolution of each frame image is recorded as 360×240;
[0130] 202, Will I 1 ,...,I 100 Sequential vectorization to construct the observation matrix D∈R 86400×100 , where 86400=360×240, the specific operation is as follows:
[0131] D=[Vec(I 1 ),…,Vec(I 100 )]∈R 86400×100
[0132] Vec(I i ) represents a vectorized function that takes the matrix I i The columns of are sequentially concatenated from left to right into an 86400×1 vector.
[0133] 203. Based on the theory of robust principal component analysis, a cost function is established:
[0134]
[0135] in:
[0136] L∈R 86400×100 Represents the low-rank matr...
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