On the Approximation of Maximum Deviation Spline Estimation of the Probability Density Gaussian Process

On the Approximation of Maximum Deviation Spline Estimation of the Probability Density Gaussian Process

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摘要 In the paper, the deviation of the spline estimator for the unknown probability density is approximated with the Gauss process. It is also found zeros for the infimum of variance of the derivation from the approximating process. In the paper, the deviation of the spline estimator for the unknown probability density is approximated with the Gauss process. It is also found zeros for the infimum of variance of the derivation from the approximating process.

作者 Mukhammadjon S. Muminov Kholiqjon S. Soatov

机构地区 Institute of Mathematics Tashkent University of Information Technologies

出处《Open Journal of Statistics》 2015年第4期334-339,共6页 统计学期刊（英文）

关键词 Spline-Estimator Distribution FUNCTION GAUSS Process Spline-Estimator Distribution Function Gauss Process

分类号 O1 [理学—基础数学]

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Open Journal of Statistics

2015年第4期

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On the Approximation of Maximum Deviation Spline Estimation of the Probability Density Gaussian Process

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