dc.description.abstract |
Tracking of moving, non-rigid objects in video sequences is an important and
challenging task in the field of computer vision and artificial intelligence. It is one of
the strategies used for extraction of information from objects of interest. Being an
active research area, efforts are being made to bring innovations and make it more
efficient. Many computer vision applications such as surveillance, augmented reality,
perceptual user interfaces, smart rooms, driver assistance, object-based video
compression, gesture recognition and man machine interface etc are related to realtime object tracking.
The primary task in implementation of a tracker is the target representation and
localization. The target representation and localization deals with representing the
target in some color space and estimating its size and location in the subsequent
frames. The next step is the filtering and data association process, which deals with
the dynamics of the tracked object. A wide variety of tracking algorithms have been
introduced in literature and implemented. But most of those tracking approaches
focus only on the dynamic behavior of the target. Tracking of the spatial
characteristics like size has not been given due attention.
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A basic requirement for a practical tracking system is to adjust the tracking
model in real time when appearance of the tracked objects change. Since the scales
of the targets vary irregularly, systems with fixed size tracking window often fail.
More so, the available techniques incorporating scale update mechanism also end up
giving erroneous estimates. As a matter of fact, the problem of simultaneous size
estimation and localization are inter-dependant. A compromise on one of the factors
could degrade the performance of the other component.
In this work a novel approach for size estimation of non-rigid objects has been
proposed which also enhances the positioning accuracy. The tracker is primarily
based on Mean Shift tracking principles. For better size estimation, a size cost
function has been incorporated and augmented with a penalty factor scheme. To
further improve on the size and position, background modeling has been embedded
in the algorithm via the double bounding box scheme. This modeling helps in
delineating and segregating target from the background and results in improved
performance. |
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