The strong convergence rates in nonparametric regression estimation have been mostly discussed when the error variables in the regression models have finite variances. A few recent studies concern heavy-tailed error distributions for two comparable methods using the kernel and the k-nearest neighbor estimators. The obtained convergence rates are however noncomparable. Assuming the error variables have finite pth moments for the same p, 1Strong convergence rates Kernel regression Nearest neighbor regression Random and constant regressors
AbstractThis paper investigates performance of nonparametric kernel regression and its associated ba...
We show that there exist individual lower bounds on the rate of convergence of nonparametric regress...
Abstract For sufficiently nonregular distributions with bounded support, the extreme observations co...
The effect of errors in variables in nonparametric regression estimation is examined. To account for...
The effect of errors in variables in nonparametric regression estimation is examined. To account for...
AbstractThe effect of dependent errors in fixed-design, nonparametric regression is investigated. It...
Estimation of regression functions from independent and identically distributed data is considered. ...
AbstractFor a well-known class of nonparametric regression function estimators of nearest neighbor t...
For a well-known class of nonparametric regression function estimators of nearest neighbor type the ...
This paper presents uniform convergence rates for kernel regression estimators, in the setting of a ...
AbstractFor a well-known class of nonparametric regression function estimators of nearest neighbor t...
We investigate the asymptotic normality and the rates of convergence for the estimators of error dis...
AbstractThe rate of convergence of the least squares estimator in a non-linear regression model with...
AbstractLet (X, Y), X ∈ Rp, Y ∈ R1 have the regression function r(x) = E(Y¦X = x). We consider the k...
Fazekas and Klesov (2000) found conditions for almost sure convergence rates in the law of large num...
AbstractThis paper investigates performance of nonparametric kernel regression and its associated ba...
We show that there exist individual lower bounds on the rate of convergence of nonparametric regress...
Abstract For sufficiently nonregular distributions with bounded support, the extreme observations co...
The effect of errors in variables in nonparametric regression estimation is examined. To account for...
The effect of errors in variables in nonparametric regression estimation is examined. To account for...
AbstractThe effect of dependent errors in fixed-design, nonparametric regression is investigated. It...
Estimation of regression functions from independent and identically distributed data is considered. ...
AbstractFor a well-known class of nonparametric regression function estimators of nearest neighbor t...
For a well-known class of nonparametric regression function estimators of nearest neighbor type the ...
This paper presents uniform convergence rates for kernel regression estimators, in the setting of a ...
AbstractFor a well-known class of nonparametric regression function estimators of nearest neighbor t...
We investigate the asymptotic normality and the rates of convergence for the estimators of error dis...
AbstractThe rate of convergence of the least squares estimator in a non-linear regression model with...
AbstractLet (X, Y), X ∈ Rp, Y ∈ R1 have the regression function r(x) = E(Y¦X = x). We consider the k...
Fazekas and Klesov (2000) found conditions for almost sure convergence rates in the law of large num...
AbstractThis paper investigates performance of nonparametric kernel regression and its associated ba...
We show that there exist individual lower bounds on the rate of convergence of nonparametric regress...
Abstract For sufficiently nonregular distributions with bounded support, the extreme observations co...