基于布谷鸟搜索、Levy Fly和Mantegna算法的灰狼优化算法在实时图像处理中的改进

S. Dutta, A. Banerjee
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引用次数: 1

摘要

优化方法经常用于许多图像和视频处理算法中,以获得最优解,但在实时处理中存在严重的障碍。为了以经济有效的方式满足实时操作的需求,专用硬件是不可避免的。任何一种优化方法的巨大的计算量都使得其在专用硬件上实现的可行性大打折扣。元启发式优化方法的计算复杂性甚至超过任何其他传统的优化方法。因此,尽管具有通过避开局部最优来提供全局解决方案的能力,但在实时系统中却避免了元启发式优化。为了克服这一瓶颈,本文结合CS (cuckoo search)、Levy fly (LV)和MA (Mantegna algorithm)的优点,提出了一种改进的GWOA (modified grey wolf optimization algorithm)算法。这种改进的GWOA具有计算效率和精度,因此可以很容易地在专用VLSI架构中实现,同时保持高水平的精度。该方法有助于降低高端和昂贵的实时成像/视频处理系统的成本和功耗要求,同时保持其精度。利用MATLAB R2018b对该方法进行了测试。利用Xilinx vivado18.2软件的高级合成(high-level synthesis, HLS)工具对ethismgwoa进行了合成,从而确定了该算法在FPGA/ ASIC上实现的可行性。
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An Efficient Modification of Grey Wolf Optimization Using Cuckoo Search, Levy Fly and Mantegna Algorithm for Real-Time Image Processing Applications
Optimization methods, frequently used in several image and video processing algorithms for the attainment of optimal solutions, pose severe hurdle in case of real-time processing. For catering to the needs of real-time operations in a cost-effective way, dedicated hardware is inevitable. The huge computational load of any optimization method strikes down its feasibility of being realized in terms of dedicated hardware. The computational complexities of meta-heuristic optimization methods are even more than any other conventional optimization methods. So, in spite of having the capability of providing global solution by dodging local optima, meta-heuristic optimizations are avoided in real-time systems. To overcome the bottleneck, in this article, a modified GWOA (modified grey wolf optimization algorithm)is formulated by blending the advantages of CS (cuckoo search), Levy fly (LV), and MA (Mantegna algorithm). This modified GWOA is articulated to be computationally efficient and precise, so that, it can easily be realized in terms of dedicated VLSI architecture while maintaining the accuracy at a high level. The proposed method helps to diminish the cost and power requirement of high end and costly real-time imaging/ video processing systems while upholding its precision. The proposed method is tested by using MATLAB R2018b. The high-level synthesis (HLS) tool of Xilinx Vivado18.2softwareisusedtosynthesizethisMGWOA, thus establishing the viability of the proposed algorithm to be implemented on FPGA/ ASIC.
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