本文将无网格算法推广应用于电磁场的数值计算。
A meshless method using the moving least squares approximation is improved and applied to the numerical computation of electromagnetic fields.
采用基于基本解方法和径向基函数插值的无网格算法(MFS - RBF)分析了广义的热弹性问题。
The method of fundamental solutions (MFS) with radial basis functions (RBF) approximation was developed for general thermoelastic analysis.
为优化无中心式调度框架下网格作业的节点选择，提出了随机多起点爬山算法。
To optimize node selections for grid jobs under de-centralized scheduling frameworks, the algorithm of random multi-start hill climbing is proposed.
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