Title :
Domain-shift tracking: Online learning and visual object tracking on smooth manifolds
Author :
Gu, Irene Y. H. ; Khan, Z.H.
Author_Institution :
Dept. of Signals & Syst., Chalmers Univ. of Technol., Gothenburg, Sweden
Abstract :
This paper describes a novel domain-shift tracking scheme that includes Bayesian formulation on the Grass-mann/Riemannian manifold for tracking, and domain-shift online object learning as well as occlusion handling on the manifold. Since out-of-plane object images do not lie in a single vector space, smoothing manifolds are more suitable tools for describing domain-shift nature of such dynamic object images. The proposed domain-shift scheme is designed for tracking large-size dynamic objects (i.e. camera is close to the object) in video that contain significant out-of-plane pose changes, and may be accompanied with long-term partial occlusions. The main features of such domain-shift tracker include: (a) Bayesian formulation defined on a manifold instead of vector space, performing posterior state estimation on the manifold based on nonlinear state space modeling; (b) Two particle filters defined on the manifold, one for online learning, another for tracking; (c) Occlusion handling is added to the online learning process to prevent learning occluding objects/clutter. To show the variant of domain-shift trackers, two example schemes are described: one uses instantaneous data on Riemannian manifolds, another uses a sliding-window of data on Grassmann manifolds. Tests on videos from the proposed domain-shift trackers have shown very robust tracking performance when large-size objects contain significant out-of-plane pose changes accompanied with long-term partial occlusions. Comparisons with three existing state-of-the-art methods provide further support to the proposed scheme.
Keywords :
Bayes methods; estimation theory; learning (artificial intelligence); object tracking; particle filtering (numerical methods); state estimation; Bayesian formulation; Grassmann manifold; Riemannian manifold; data sliding-window; domain-shift online object learning; domain-shift tracking scheme; long-term partial occlusion handling; nonlinear state space modeling; particle filters; posterior state estimation; smooth manifolds; visual object tracking; Bayes methods; Covariance matrices; Manifolds; Mathematical model; Object tracking; Vectors; Bayesian tracking; Grassmann manifolds; Riemannian manifolds; domain-shift online learning; domain-shift tracking; manifold tracking; nonlinear state space model; object tracking; particle filters; piece-wise geodesic;
Conference_Titel :
Signal Processing and Integrated Networks (SPIN), 2014 International Conference on
Conference_Location :
Noida
Print_ISBN :
978-1-4799-2865-1
DOI :
10.1109/SPIN.2014.6776949