Traditional Approaches in Background Modeling for Static Cameras
Bt+1 (x, y) = (1− α)Bt (x, y) + αIt (x, y) (1.1) where α is the learning rate which is a constant in [0, 1]. Bt and It are the background and the current image at time t, respectively. The main disadvantage of this scheme is that the value of pixels classified as foreground are used in the computatio...
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Published in | Background Modeling and Foreground Detection for Video Surveillance pp. 23 - 76 |
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Format | Book Chapter |
Language | English |
Published |
Chapman and Hall/CRC
2015
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Subjects | |
Online Access | Get full text |
DOI | 10.1201/b17223-7 |
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Summary: | Bt+1 (x, y) = (1− α)Bt (x, y) + αIt (x, y) (1.1)
where α is the learning rate which is a constant in [0, 1]. Bt and It are the background and the current image at time t, respectively. The main disadvantage of
this scheme is that the value of pixels classified as foreground are used in the computation of the new background and so polluted the background image. To solve
this problem, some authors used a selective maintenance scheme that consists of
updating the new background image with different learning rate depending on
the previous classification of a pixel into foreground or background:Bt+1 (x, y) = (1− α)Bt (x, y) + αIt (x, y) (1.2)
if (x, y) is backgroundBt+1 (x, y) = (1− β)Bt (x, y) + βIt (x, y) (1.3)
if (x, y) is foregroundCamerasHere, the idea is to adapt very quickly a pixel classified as background and very
slowly a pixel classified as foreground. For this reason, β << α and usually β = 0.
So the Equation (1.3) becomes:Bt+1 (x, y) = Bt (x, y) (1.4)But the problem is that erroneous classification may result in a permanent incorrect background model. This problem can be addressed by a fuzzy adaptive
scheme which takes into account the uncertainty of the classification. This can
be achieved by graduating the update rule using the result of the foreground
detection such as in [18]. |
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DOI: | 10.1201/b17223-7 |