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Regularized Wavelet Estimation in Partially Linear Models

机译:部分线性模型中的正则大小的小波估计

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The estimates in Partially Linear Models have been studied previously in tradi- tional smoothing methods such as smoothing spline, kernel and piecewise polynomial smoothers. Here, we apply the regularized wavelet estimators by penalizing the L1 norm of the wavelet coe±cients of the nonparametric function. The regularization parameter is chosen by universal threshold. Simulation results show that regularized wavelet ap- proach performs well. The wavelet method makes less restrictive assumptions about the smoothness of the underlying function for nonparametric part. The computational time is linear.
机译:以前在交流平滑方法中研究了部分线性模型中的估计,例如平滑花键,核和分段多项式SmoOls。在这里,我们通过惩罚非参数函数的小波COE±圆弧的L1标准来应用正则化小波估计。正则化参数由通用阈值选择。仿真结果表明,正则大小的小波PROACH表现良好。小波法对非参数部分的底层功能的平滑度较少产生限制性假设。计算时间是线性的。

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