[PDF] Top 20 Efficient Estimation of an Additive Quantile Regression Model
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Efficient Estimation of an Additive Quantile Regression Model
... nomial quantile smoothing for each additive components with the other additive components replaced by the corresponding estimates from the first ...other additive components were ...this ... See full document
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Regularized quantile regression applied to genome-enabled prediction of quantitative traits.
... one quantile function that “best” represents the relationship between the dependent and independent ...was efficient; the RQR method achieved better results than BLASSO, at least for one quantile ... See full document
12
Regularized quantile regression for SNP marker estimation of pig growth curves
... of quantile regression to estimate genomic curves based on three contrasting quantiles in our popula- tion was efficient when it came to producing distinct growth ... See full document
9
Bayesian Quantile Regression.
... for quantile regression using B- ...entire quantile function is modeled by a B-spline series ...whole quantile function is obtained via tensor product of B-spline basis functions corresponding ... See full document
122
Parametric and non-parametric model performance differences in estimation of critical stream flow discharge levels
... nonlinear additive autoregressive models with exogenous variables are stationary and α- mixing under some mild ...a quantile autoregressive process for which (Yt, Xt) and It, y in ... See full document
5
Short term electricity demand forecasting using partially linear additive quantile regression with an application to the unit commitment problem
... QR model was also used to forecast electricity demand ...QR model was compared with three other benchmark ...developed additive quantile regression models for forecasting both ... See full document
41
A nonparametric approach for quantile regression
... the model setting in (2) in this paer we propose a direct nonparametric quantile regression method which uses the ideas of nonparametric kernel density estimation and nonparametric kernel ... See full document
14
Penalized likelihood estimation of a trivariate additive probit model
... the estimation performance improves as n grows large, however at n = 1000 the method is not deemed to perform ...estimated regression coefficients (not shown here) were similar to those of the previous ... See full document
29
Rügamer, David (2018): Estimation, model choice and subsequent inference: methods for additive and functional regression models. Dissertation, LMU München: Fakultät für Mathematik, Informatik und Statistik
... the model fit, an offset is subtracted from the response to center ...mean regression, by default the offset is the smoothed point-wise mean of the response over time without taking into account ...mean ... See full document
186
On The Use Of Quantile Regression Technique For The Analysis And Estimation Of The Determinants Of Wage Differential Of Workers In Nigeria
... The regression analysis is focused on the mean; that is, we summarize the relationship between the response variable and predictor variables by describing the mean of the response for each fixed value of the ... See full document
8
Robust Element Wise Empirical Likelihood Estimation Method for Longitudinal Data
... the regression model about longitudinal data, we combine the robust es- timation equation with the elemental empirical likelihood method, and pro- pose an efficient robust estimator, where the robust ... See full document
13
Online Bootstrap Confidence Intervals for the Stochastic Gradient Descent Estimator
... interval estimation remains much ...the estimation of confidence intervals, which, upon the arrival of each observation, updates the SGD estimate as well as a number of randomly perturbed SGD ...and ... See full document
21
Estimation of critical streamflow discharge level using nonparametric quantile regression model
... nonlinear additive autoregressive models with exogenous variables are stationary and α-mixing under some mild ...a quantile autoregressive process for which (Yt,Xt) and It,y in ... See full document
6
Shrinkage Estimation for Aalen's Additive Model
... cumulative regression coefficients in the sense that it does not assume or incorporate any prior information provided in the form of linear ...cumulative regression coefficients and study their asymptotic ... See full document
115
Semiparametric Bayesian Quantile Regression.
... for quantile and interquantile shrinkage for linear quantile regression in the Bayesian framework using linear interpolated ...single quantile level and cannot shrink interquantile slope ... See full document
150
Application of Nonparametric Quantile Regression to Estimating Value at Risk.
... CaViaR model with Asymmetric Slope and Indirect ...series model that has been extensively studied and proved to be successful in estimating time series means, so its efficiency in estimating the quantiles ... See full document
91
Portfolio Optimization of Financial Services Stocks in the Nigerian Stock Exchange
... composite quantile regression estimation for time-dependent drift parameter of diffusion ...local estimation with respect to local least squares estimation is ...the estimation ... See full document
9
Combined Estimation for Quantile Regression
... the original functional data into the linear space spanned by the basis system, we are allowed to conduct the estimation and inference based on the basis coefficients. Functional principal component analysis ... See full document
103
Fenske, Nora (2012): Structured additive quantile regression with applications to modelling undernutrition and obesity of children. Dissertation, LMU München: Fakultät für Mathematik, Informatik und Statistik
... generalized additive regression models; and this was probably one of the key starting points for the growing popularity of boosting as a statistical learning ...that quantile boosting described in ... See full document
165
Efficient semiparametric estimation of a partially linear quantile regression model
... M-type regression splines using bivari- ate tensor-product B-splines + They establish the asymptotic results under the assumption that U a is independent of ~ X , Z ! + He and Liang ~2000! develop es- timators for ... See full document
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