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Particle Swarm Optimization Combined with Molecular Force and Its Application for Parameter Estimation

机译:结合分子力的粒子群优化算法及其在参数估计中的应用

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Parameter estimation is the critical part of system identification and regression analysis and it relates to the application and promotion of nonlinear model. The parameter estimation problem of nonlinear model is transformed into an unconstrained multi-dimensional function optimization problem. The particle swarm optimization algorithm based on the molecular force (MPSO), which is enlightened by molecular kinetic theory, is used to solve this problem, just taking the asymptotic regression model for example which is widespread in natural sciences and social sciences. There are real data and random sample data in the experiments. The random sample data is applied to analyze the impact of dimensions of parameter estimation and sampling interval on the algorithm performance, and experimental results show that MPSO algorithm is an effective nonlinear model parameter estimation method.
机译:参数估计是系统辨识和回归分析的关键部分,它与非线性模型的应用和推广有关。将非线性模型的参数估计问题转化为无约束的多维函数优化问题。以分子动力学理论为出发点的基于分子力的粒子群优化算法(MPSO)被用于解决该问题,仅以自然科学和社会科学中广泛使用的渐近回归模型为例。实验中有真实数据和随机样本数据。应用随机样本数据分析参数估计的维数和采样间隔对算法性能的影响,实验结果表明,MPSO算法是一种有效的非线性模型参数估计方法。

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