基样条函数的M-B型不式是其十分重要的性质。
Markov-Bernstein inequality for cardinal spline played an important role in its properties.
基样条函数的M - B型不等式是其十分重要的性质。
Markov Bernstein inequality for cardinal spline played an important role in its properties.
本文讨论L -样条函数空间的局部支集基问题，给出了局部支集基定理的正确证明。
In this paper, We discuss a local-support basis for the space of L-spline functions, and give correct proof for the local-support basis theorem.
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。
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。
The common weight functions are: Gaussian, exponential, spline, and compactly supported radial basis function (CSRBF) and so on.
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