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Video background separation and super resolution
Abstract: For video background separation, We take the following approaches to provide computationally affordable solutions. First, we assume that the input video sequence is composed of two major motion layers which correspond to the foreground and the background, respectively. Second, we strive to compute sparse motion layers first, using our joint spatio-temporal linear regression method on sparse image features such as edge and corner points extracted from each of the video frames. This method aims to dramatically reduce the computational cost, and to generate more reliable and temporally smoother motion layers. Third, once the two sparse motion layers have been identified, we create the corresponding dense motion layers by using the Markov Random Field (MRF) model. The MRF model assigns the rest of the pixels to either of the motion layers by considering both the color attributes and the spatial relations between each pixel and its surrounding edge/corner points. For video super-resolution, we adopt the learning-based approach to transform the low-resolution input video into a high-resolution one using a training sample dictionary. We propose to construct a non-linear regression function to model the relationship between low-resolution and high-resolution image patches using the Gaussian process method. Once the regression function is obtained, we can construct a super-resolution version of the low-resolution video in near real-time speed. Our experimental results have revealed that we can simply extend the resolution of the input video into 3 to 4 times without remarkable archifects.
Bio: He is among the first group of researchers in the world initiating research studies on content-based image retrieval, sports video highlight detection, and text/video content summarization. Among his publications, he has more than 10 papers that have received more than 50 citations by peer researchers around the world. His paper on soccer highlight detection has become a classical paper in this subject area. |
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