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An efficient moving object detection and tracking system based on fractional derivative

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Abstract

Video shadowing is a blooming system with the intention of conserving the tangible and also capital resources in an organization. Simultaneously, the necessity to analyze additionally individuals, places, and objects pooled with a yearning to supplement enough valuable information from video information is inspiring novel prerequisites for scalability, capability, and capacity. The motion capture approach is comprehensively utilized for creating animation as it yields best character equivalent to the real object motion. A few methods are offered aimed at moving object detection basically towards human monitoring and also visual inspection. This paper projects moving object detection and tracking approach depending upon the fractional derivative technique, forward tracking and backward tracking. Principally, the obtained input video is isolated into a few frames and each frame is preprocessed by methods for the Gaussian filters with the intention of quelling the noise. For the forward tracking and the backward tracking, the fractional derivative is figured on the preprocessed frames consequent to acquiring the absolute difference. By employing the otsu thresholding approach on the resultant image, the object is detected on every frame. In the object tracking stage, the forward and also backward tracking’s product is pooled to get the proper result. The anticipated strategy is executed on the MATLAB platform and the performance is evaluated with the assistance of number of videos. The expected approach is assessed by methods for statistical measures like f-measure, precision, recall, accuracy and estimated with the traditional movement motion detection approaches. The assessment result illustrate that the proposed system is enhanced than the ordinary methodologies of high precision rate.

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Correspondence to Sindhia Lingaswamy.

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Lingaswamy, S., Kumar, D. An efficient moving object detection and tracking system based on fractional derivative. Multimed Tools Appl 79, 8519–8537 (2020). https://doi.org/10.1007/s11042-018-5843-6

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  • DOI: https://doi.org/10.1007/s11042-018-5843-6

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