Compactly Supported Radial Basis Functions 或紧支径向基函数 ; 紧支距离基函数
Computational results show that compactly supported wavelets can represent abrupt changes in control functions better than trigonometric series and considerably increase computational efficiency.
计算结果表明，小波函数与三角级数相比，可以更好地描述控制函数的急剧变化，并使计算效率显著提高。
The common weight functions are: Gaussian, exponential, spline, and compactly supported radial basis function (CSRBF) and so on.
目前常见的权函数有：高斯型、指数型、样条型以及径向基函数等。
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