| The Convergence Rates of Improveed Kernel Estimators for Regression Function |
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| 引用本文： | WANG Hong -chun. The Convergence Rates of Improveed Kernel Estimators for Regression Function[J]. 保鲜与加工, 2002, 0(7): 49-52 |
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| 作者姓名： | WANG Hong -chun |
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| 摘 要： | The kernel function of kernel estimator for regression function is often defined with compact support, the moment of Y is bigger than one. The convergence rate of the improved kernel estimator is discussed under the improved kernel function. The result is also discussed under random censorship. The class of applicable kernels include those having unbounded support and even not integral .The condition of moment of Y is discarded under the improved kernel estimator. The results are wholly the same as usual and generalize the relative results of the paper .
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| 关 键 词： | improved kernel estimator regression function convergence rate |
| 修稿时间： | 2002-03-15 |
The Convergence Rates of Improveed Kernel Estimators for Regression Function |
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| WANG Hong -chun. The Convergence Rates of Improveed Kernel Estimators for Regression Function[J]. Storage & Process, 2002, 0(7): 49-52 |
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| Authors: | WANG Hong -chun |
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| Abstract: | The kernel function of kernel estimator for regression function is often defined with compact support, the moment of Y is bigger than one. The convergence rate of the improved kernel estimator is discussed under the improved kernel function. The result is also discussed under random censorship. The class of applicable kernels include those having unbounded support and even not integral .The condition of moment of Y is discarded under the improved kernel estimator. The results are wholly the same as usual and generalize the relative results of the paper . |
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| Keywords: | improved kernel estimator regression function convergence rate |
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