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Use of Improved Gravitational Search Algorithm for 3D Reconstruction of Space Curves Using NURBS

机译:使用NURBS使用改进的重力搜索算法3D重建空间曲线

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Gravitational Search Algorithm (GSA) is a memory-less, nature-inspired algorithm for nonlinear continuous optimization problems. In Singh et al. (a new Improved Gravitational Search Algorithm for function optimization using a novel "best-so-far" update mechanism. IEEE, pp. 35-39 (2015) [21]), Singh and Deep proposed an Improved GSA using best-so-far mechanism. In this paper, the problem of 3D reconstruction is modelled as a nonlinear optimization problem. GSA and Improved GSA are used to solve three reconstruction problems. Based on the several computational experiments and analysis, it is concluded that the performance of improved GSA is better than original GSA in terms of convergence and solution quality.
机译:引力搜索算法(GSA)是用于非线性连续优化问题的内存较少,自然启发算法。在singh等人。 (使用小说“最佳”更新机制的功能优化的新改进的重力搜索算法。IEEE,PP。35-39(2015)[21]),辛格和深度提出了一种改进的GSA,使用最佳地 - 远程机制。在本文中,3D重建问题被建模为非线性优化问题。 GSA和改进的GSA用于解决三个重建问题。基于几个计算实验和分析,得出结论,在收敛和解决方案质量方面,改善GSA的性能优于原始GSA。

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