kernel conditional quantile estimator under left truncation for functional regressors

Tiklamalar: 174
ID: 153370
2016
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Makale Kalitesi ve Performans Metrikleri
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Ozet
Let \(Y\) be a random real response which is subject to left-truncation by another random variable \(T\). In this paper, we study the kernel conditional quantile estimation when the covariable \(X\) takes values in an infinite-dimensional space. A kernel conditional quantile estimator is given under some regularity conditions, among which in the small-ball probability, its strong uniform almost sure convergence rate is established. Some special cases have been studied to show how our work extends some results given in the literature. Simulations are drawn to lend further support to our theoretical results and assess the behavior of the estimator for finite samples with different rates of truncation and sizes.
Referans Anahtari
helal2016opusculakernel Kullanarak makale yazarken otomatik alinti icin bu anahtari kullanin SciMatic Makale Yoneticisi veya Tez Yoneticisi
Yazarlar ;Nacéra Helal;Elias Ould Saïd
Dergi zhonghua yi xue za zhi
Yil 2016
DOI
http://dx.doi.org/10.7494/OpMath.2016.36.1.25
URL
http://www.opuscula.agh.edu.pl/vol36/1/art/opuscula_math_3602.pdf
Anahtar Kelimeler
quantitative methods

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