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Identification of linear and non linear curve fitting models using particle swarm optimization algorithm

机译:使用粒子群优化算法识别线性和非线性曲线拟合模型

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摘要

Identification of approximate model of the physical systems can be achieved by fitting the data. In this paper particle swarm optimization algorithm (PSO) is used for linear and polynomial curve fittings. Data generated from the known models and curve fitting is done by PSO using reverse engineering mechanism at the initial stage. In this process of curve fitting, two types of inertia mechanisms are used in PSO for getting better results. Later, real time financial series forecasting is considered for validating the PSO estimated regression models. Results shows the dynamic inertia weight strategy based PSO yields better fitting and avoids additional decisions on control parameters.
机译:通过拟合数据来实现物理系统的近似模型。 在本文中,粒子群优化算法(PSO)用于线性和多项式曲线配件。 从已知模型和曲线拟合产生的数据由PSO使用初始阶段的逆向工程机制完成。 在该曲线配件的过程中,PSO中使用两种类型的惯性机制以获得更好的结果。 后来,实时金融系列预测被认为是为了验证PSO估计的回归模型。 结果表明,动态惯性重量策略的PSO产生更好的配件,避免了对控制参数的额外决策。

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