Abstract

A method of modeling the time of object transition between given pairs of cameras based on the Gaussian Mixture Model (GMM) is proposed in this article. Temporal dependencies modeling is a part of object re-identification based on the multi-camera experimental framework. The previously utilized Expectation-Maximization (EM) approach, requiring setting the number of mixtures arbitrarily as an input parameter, was extended with the algorithm that automatically adapts the model to statistical data. The probabilistic model was obtained by matching to the histogram of transition times between a particular pair of cameras. The proposed matching procedure uses a modified particle swarm optimization (mPSO). A way of using models of transition time in object re-identification is also presented. Experiments with the proposed method of modeling the transition time were carried out, and a comparison between previous and novel approach results are also presented, revealing that added swarms approximate normalized histograms very effectively. Moreover, the proposed swarm-based algorithm allows for modelling the same statistical data with a lower number of summands in GMM.

Highlights

  • The number of video cameras in public places is huge and is still increasing

  • The results of Equations (13)–(15) from the last step of the algorithm are used to create the transition time model, whereas the modified particle swarm optimization (mPSO) algorithm can adapt the number of mixtures to the histogram data

  • Each swarm added by the modified Particle Swarm Optimization algorithm determines the parameters of a single Gaussian from the output Gaussian Mixture Model (GMM) model (see Equations (33))

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Summary

Introduction

The number of video cameras in public places is huge and is still increasing. Browsing through hundreds of hours of video data is timeconsuming and arduous. These are the main reasons that imply the need for automated tools for video data analysis to facilitate operating with multi-camera surveillance systems. One such useful tool is a re-identification method whose task is to connect many observations of one real object from multiple cameras. The issues mentioned above became the basis and the motivation for the authors’ research to develop re-identification methods

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