Mathematical Models for Object Detection and Tracking
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2024-05-31 08:34
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BARBU, Tudor. Mathematical Models for Object Detection and Tracking. In: Conference on Applied and Industrial Mathematics: CAIM 2022, Ed. 30, 14-17 septembrie 2023, Chişinău. Iași, România: 2023, Ediţia 30, pp. 33-34.
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Conference on Applied and Industrial Mathematics
Ediţia 30, 2023
Conferința "Conference on Applied and Industrial Mathematics"
30, Chişinău, Moldova, 14-17 septembrie 2023

Mathematical Models for Object Detection and Tracking


Pag. 33-34

Barbu Tudor
 
Institute for Computer Science, Romanian Academy, Iasi Branch
 
 
Disponibil în IBN: 21 martie 2024


Rezumat

This research work address the moving object detection and tracking domain, describing some mathematical models that have been appplied successfully in this computer vision field. Thus, several variational and non-variational partial differential equation (PDE)-based models for image and video object detection and tracking are surveyed here. The detection and tracking techniques based on Geometric Active Contour models, also called snakes, which represent energy-based (variational) image segmentation schemes, are presented first. Then, another category of PDE-based geometric models for object detection and tracking, containing mathematical models based on level-set functions, is disscused here. Moving object tracking approaches based on the video optical flow that is estimated using PDE-based models are described next. The histogram-based PDE models for video object tracking are then presented. Image object detection techniques using PDE-based boundary and contour extraction models are also discussed. Finally, our own contributions in this research domain are described here. Thus, some nonlinear PDE-based automatic detection and tracking frameworks for certain classes of video objects, such as pedestrians and vehicles, are briefly presented.