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Information Journal Paper

Title

The Relative Improvement of Bias Reduction in Density Estimator Using Geometric Extrapolated Kernel

Pages

  211-228

Abstract

 The probability density function is a basic concept in statistics, which can be used to study all behaviors of a random variable; several nonparametric methods have been used to estimate the probability density function. One of a nonparametric procedure used to estimate densities is the kernel method. In this paper, to reduce Bias of kernel Density estimation, methods such as usual kernel (UK), geometric extrapolated usual kernel (GEUK), a Bias reduction kernel (BRK) and a geometric extrapolated Bias reduction kernel (GEBRK) are introduced. Theoretical properties, including the selection of Smoothness parameter and the accuracy of resultant estimators are studied. Accordingly, the mean integrated squared error of GEBRK method achieves a faster convergence rate when kernels are symmetric. ....

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    APA: Copy

    SALEHI, REZA, SHADROKH, ALI, & YARMOHAMMADI, MASOUD. (2019). The Relative Improvement of Bias Reduction in Density Estimator Using Geometric Extrapolated Kernel. MATHEMATICAL RESEARCHES, 4(2 ), 211-228. SID. https://sid.ir/paper/260783/en

    Vancouver: Copy

    SALEHI REZA, SHADROKH ALI, YARMOHAMMADI MASOUD. The Relative Improvement of Bias Reduction in Density Estimator Using Geometric Extrapolated Kernel. MATHEMATICAL RESEARCHES[Internet]. 2019;4(2 ):211-228. Available from: https://sid.ir/paper/260783/en

    IEEE: Copy

    REZA SALEHI, ALI SHADROKH, and MASOUD YARMOHAMMADI, “The Relative Improvement of Bias Reduction in Density Estimator Using Geometric Extrapolated Kernel,” MATHEMATICAL RESEARCHES, vol. 4, no. 2 , pp. 211–228, 2019, [Online]. Available: https://sid.ir/paper/260783/en

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