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Big Bang - Big Crunch optimization algorithm hybridized with local directional moves and application to target motion analysis problem

机译:结合局部定向运动的Big Bang-Big Crunch优化算法及其在目标运动分析中的应用。

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Big Bang - Big Crunch (BB-BC) optimization algorithm relies on one of the theories of the evolution of the universe; namely, the Big Bang and Big Crunch Theory [1]. It was proposed as a novel optimization method in 2006 and is shown to be capable of quick convergence. In this work, local search moves are injected in between the original “banging” and “crunching” phases of the optimization algorithm. These phases preserve their structures; but the representative point (“best” or “fittest” point) attained after crunching phase of the iteration is modified with local directional moves using the previous representative points. This hybridization scheme smoothens the path going to optima and decreases the process time for reaching the global minima. The results over benchmark test functions have proven that BB-BC Algorithm enhanced with local directional moves has provided more accuracy with the same computation time or for the same number of function evaluations. As a real world case study, the newly proposed routine is applied in target motion analysis problem where the basic parameters defining the target motion is estimated through noise corrupted measurement data.
机译:Big Bang-Big Crunch(BB-BC)优化算法依赖于宇宙演化的理论之一;即大爆炸和大紧缩理论[1]。它在2006年被提议为一种新颖的优化方法,并被证明具有快速收敛的能力。在这项工作中,在优化算法的原始“敲打”和“压缩”阶段之间注入了局部搜索动作。这些阶段保留了它们的结构。但是在迭代的紧缩阶段之后获得的代表点(“最佳”或“最适合”点)将使用先前的代表点通过局部定向移动进行修改。这种杂交方案使达到最佳状态的路径变得平滑,并减少了达到全局最小值的处理时间。超过基准测试功能的结果证明,通过局部定向移动增强的BB-BC算法在相同的计算时间或相同数量的功能评估下提供了更高的准确性。作为现实世界的案例研究,新提出的例程用于目标运动分析问题,该问题通过定义噪声的测量数据估算定义目标运动的基本参数。

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