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    A robust SIFT-based descriptor for video classification

    , Article Proceedings of SPIE - The International Society for Optical Engineering, 19 November 2014 through 21 November 2014 ; Volume 9445 , November , 2015 , February ; 0277786X (ISSN) ; 9781628415605 (ISBN) Salarifard, R ; Hosseini, M. A ; Karimian, M ; Kasaei, S ; Sharif University of Technology
    SPIE  2015
    Abstract
    Voluminous amount of videos in today’s world has made the subject of objective (or semi-objective) classification of videos to be very popular. Among the various descriptors used for video classification, SIFT and LIFT can lead to highly accurate classifiers. But, SIFT descriptor does not consider video motion and LIFT is time-consuming. In this paper, a robust descriptor for semi-supervised classification based on video content is proposed. It holds the benefits of LIFT and SIFT descriptors and overcomes their shortcomings to some extent. For extracting this descriptor, the SIFT descriptor is first used and the motion of the extracted keypoints are then employed to improve the accuracy of... 

    Exploiting multiview properties in semi-supervised video classification

    , Article 2012 6th International Symposium on Telecommunications, IST 2012 ; 2012 , Pages 837-842 ; 9781467320733 (ISBN) Karimian, M ; Tavassolipour, M ; Kasaei, S ; Sharif University of Technology
    Abstract
    In large databases, availability of labeled training data is mostly prohibitive in classification. Semi-supervised algorithms are employed to tackle the lack of labeled training data problem. Video databases are the epitome for such a scenario; that is why semi-supervised learning has found its niche in it. Graph-based methods are a promising platform for semi-supervised video classification. Based on the multiview characteristic of video data, different features have been proposed (such as SIFT, STIP and MFCC) which can be utilized to build a graph. In this paper, we have proposed a new classification method which fuses the results of manifold regularization over different graphs. Our...