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Improved Gaussian Mixtures for Robust Object Detection by
Adaptive Multi-Background Generation Mahfuzul Haque, Manzur Murshed, and Manoranjan Paul Gippsland School of Information Technology, Monash University, Victoria 3842, Australia Email: {Mahfuzul.Haque, Manzur.Murshed, Manoranjan.Paul}@infotech.monash.edu.au
Abstract
Background Modelling
Implemented System
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Gaussian Mixture Model (GMM)
for each pixel
Input scenes
A pixel model is constructed and updated for each pixel which maintains a
mixture of Gaussian distributions for modelling multi-modal distribution
caused by moving foregrounds and repetitive background motions [1-3].
Adaptive Gaussian mixtures are widely used to model the dynamic background for real-time object detection. However,
object quality still remains unacceptable due to poor Gaussian mixture quality, susceptibility to background/foreground
data proportion, and instability with varying operating environments. This paper presents an effective technique to
eliminate these drawbacks by modifying the new model induction logic and using intensity difference thresholding to
detect objects from one or more believe-to-be backgrounds.
The images shown in the header has been taken
from http://www.informationliberation.com
[1] Mahfuzul Haque, Manzur Murshed, and Manoranjan Paul, On Stable Dynamic Background Generation Technique using
Gaussian Mixture Models for Robust Object Detection, IEEE International Conference On Advanced Video and Signal Based
Surveillance (AVSS), New Mexico, USA, 2008.
[2] Mahfuzul Haque, Manzur Murshed, and Manoranjan Paul, A Hybrid Object Detection Technique from Dynamic
Background Using Gaussian Mixture Models, IEEE International Workshop on Multimedia Signal Processing (MMSP), Cairns,
Australia, 2008.
[3] Mahfuzul Haque, Manzur Murshed, and Manoranjan Paul, Improved Gaussian Mixtures for Robust Object Detection by
Adaptive Multi-Background Generation, International Conference on Pattern Recognition (ICPR), Tampa, Florida, USA, 2008.
Quantitative Evaluation
First
Frame
Test
Frame
Ideal
Result
Lee’s
Tech.
Proposed
Tech.
P(x)
Existing Models
Intensity
New Model
New Model Induction Scheme 3
Experimental results on 14 test
sequences including PETS and
Wallflower datasets.
Error rates at medium learning
rate (α = 0.01) and the standard
deviation of the error rates over
three learning rates α = 0.1, α =
0.01, and α = 0.001.
1
2
8
6
Proposed Detection Scheme 4
Qualitative Evaluation 7
Model Quality Visualisation 5
One model
Two models
More than two models
0 127 255
Input Frames
Visualisation
Visual comparison results at medium learning rate, α = 0.01. Model matching:
B/G Model Selection:
F/G Detection:
;
Model distance