Journal of Mathematical Imaging and Vision, Volume (64), No (5), Year (2022-6) , Pages (463-477)

Title : ( Eigenbackground Revisited: Can We Model the Background with Eigenvectors? )

Authors: Mahmood Amintoosi , Farzam Farbiz ,

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Abstract

Using dominant eigenvectors for background modeling (usually known as Eigenbackground) is a common technique in the literature. However, its results suffer from noticeable artifacts. Thus, there have been many attempts to reduce the artifacts by making some improvements/enhancements in the Eigenbackground algorithm. In this paper, we show the main problem of the Eigenbackground is at its own core and in fact, it may not be a good idea to use the strongest eigenvectors for modeling the background. Instead, we propose an alternative solution by exploiting the weakest eigenvectors (which are usually thrown away and treated as garbage data) for background modeling. MATLAB codes are available at the GitHub of the paper.

Keywords

, Eigenbackground, Background modeling, Background subtraction, Principal component analysis, Gaussian mixture model, Video analysis
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@article{paperid:1105584,
author = {Amintoosi, Mahmood and فرزام فربیز},
title = {Eigenbackground Revisited: Can We Model the Background with Eigenvectors?},
journal = {Journal of Mathematical Imaging and Vision},
year = {2022},
volume = {64},
number = {5},
month = {June},
issn = {0924-9907},
pages = {463--477},
numpages = {14},
keywords = {Eigenbackground; Background modeling; Background subtraction; Principal component analysis; Gaussian mixture model; Video analysis},
}

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%0 Journal Article
%T Eigenbackground Revisited: Can We Model the Background with Eigenvectors?
%A Amintoosi, Mahmood
%A فرزام فربیز
%J Journal of Mathematical Imaging and Vision
%@ 0924-9907
%D 2022

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