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Empirical likelihood for quantile regression

WebDec 27, 2016 · Quantitle regression (QR) is a popular approach to estimate functional relations between variables for all portions of a probability distribution. Parameter estimation in QR with missing data is one of the most challenging issues in statistics. Regression quantiles can be substantially biased when observations are subject to missingness. Because quantile regression does not normally assume a parametric likelihood for the conditional distributions of Y X, the Bayesian methods work with a working likelihood. A convenient choice is the asymmetric Laplacian likelihood, because the mode of the resulting posterior under a flat prior is the usual quantile regression estimates. The posterior inference, however, must be interpreted with care. Yang, Wang and He provided a posterior variance adjustment for valid inference. In a…

长春工业大学教师个人主页 Li Chunjing--Home-- Bayesian empirical likelihood …

WebAbstract: Quantile regression is a useful approach to modeling various aspects of conditional distributions. The Bayesian approach provides a natural framework for incorporating spatial correlation in a quantile regression model. This paper con siders Bayesian spatial quantile regression using empirical likelihood as a working likelihood. WebApr 14, 2024 · The relationship between financialization and innovation has become a common focus of academic attention. This paper analyzes the influence of corporate financialization on innovation efficiency based on balanced panel data of listed Chinese pharmaceutical companies from 2015 to 2024. Also, it examines the relationship … ford fleet parts catalog online https://ladysrock.com

Bayesian quantile regression with approximate likelihood

WebFeb 1, 2008 · Empirical likelihood quantile regression estimators using the unconditional moment restrictions, have been studied in Chernozhukov and Hong (2003) and Whang (2006). WebThrough empirical likelihood, the proposed method enables us to explore various forms of commonality across quantiles for efficiency gains. By using an MCMC algorithm in the … WebApr 1, 2011 · By appropriately smoothing the quantile score function, the empirical likelihood approach is shown to have a higher-order accuracy through the Bartlett correction. The proposed methods exhibit finite-sample advantages over the normal approximation-based and bootstrap methods in a simulation study and the analysis of a … el rey show

Empirical likelihood and quantile regression in …

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Empirical likelihood for quantile regression

Bayesian empirical likelihood for ridge and lasso regressions

WebIn this paper, we focus on the partially linear varying-coefficient quantile regression model with observations missing at random ... In order to do variable selection, we consider penalized empirical likelihood by using smoothly clipped absolute deviationv (SCAD) penalty, and the oracle property of the penalized likelihood estimator of the ... WebMar 15, 2024 · In quantile regression for longitudinal data, kink point where the kink effect happens is often assumed to be heterogeneous across different quantiles. However, the kink point tends to be the same across different quantiles, especially in a region of neighboring quantile levels. ... Tang, C. Y., Leng, C.: Empirical likelihood and quantile ...

Empirical likelihood for quantile regression

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WebMay 1, 2024 · Rao and Wu (2010) apply Bayesian empirical likelihood to survey sampling; Chaudhuri and Ghosh (2011) to small area estimation; Yang and He (2012) to quantile regression; Mengersen et al. (2013) to approximate Bayesian computation; and Chib et al. (2024) to handle moment condition models, where they use the exponentially tilted … WebJun 9, 2024 · Tang CY, Leng C. Empirical likelihood and quantile regression in longitudinal data analysis. Biomerika. 2011;98:1001–6. Article Google Scholar Fu L, Wang YG. Quantile regression for longitudinal ...

WebThis paper proposes an empirical likelihood-based weighted (ELW) quantile regression approach for estimating the conditional quantiles when some covariates are missing at random. The proposed ELW estimator is computationally simple and achieves semiparametric efficiency if the probability of missingness is correctly specified. WebThis paper develops a novel weighted composite quantile regression ... By incorporating the unbiased estimating equations of incomplete data into empirical likelihood (EL), we obtain the EL-based weights, and then re-adjust the inverse probability weighted CQR for estimating the vector of regression coefficients. Theoretical results show that ...

WebEmpirical Likelihood Quantile Regression for Right-Censored Data by Shimeng Huang A thesis presented to the University of Waterloo in fulfillment of the ... Quantile regression is originated byBasset and Koenker(1978). After the first paper based on a location model, the authors further consider a location-scale model and ... Webused large-sample approximations to the likelihood to do Bayesian quantile regression. Their approach also aims to achieve global efficiency over multiple quantiles, and can adapt to account ... Yang, Y. and He, X. (2012). Bayesian empirical likelihood for quantile regression. Ann. Statist. 40 1102–1131. MR2985945 [17] Yu, K. and Moyeed, R.A ...

WebJul 19, 2016 · The empirical analysis shows that: (i) the economic growth in Shanghai leads to a drop in the carbon allowance prices; (ii) the oil price has a slightly positive effect on the allowance prices regardless of the ordinary least squares (OLS) or quantile regression method; (iii) a long-run negative relationship exists between the coal price and ... ford fleet roadside assistanceWebOct 15, 2001 · The paper introduces the idea of Bayesian quantile regression employing a likelihood function that is based on the asymmetric Laplace distribution. It is shown that irrespective of the original distribution of the data, the use of the asymmetric Laplace distribution is a very natural and effective way for modelling Bayesian quantile regression. el rey song youtubeWebBased on empirical likelihood method, we investigate statistical inference in partially linear single-index quantile regression with high dimensional linear and single-index parameters when the observations are missing at random, which allows the response or covariates or response and covariates simultaneously missing. el rey reviewsWebWe now demonstrate how (1) can be used as auxiliary information to improve the quantile regression. Applying empirical likelihood (Qin & Lawless, 1994; Owen, 2001) leads … el rey stucco buckskinWebFeb 9, 2006 · This paper considers an empirical likelihood method to estimate the parameters of the quantile regression (QR) models and to construct confidence regions … ford fleet purchaseWebAbstract:This paper propose a direct generalization quantile regression estimation method (DGQR estimation) for quantile regression with varying-coefficient models with interval censored data, which is a direct generalization for complete observed data. ... Next One: Bayesian empirical likelihood and variable selbeection for censored linear ... el reys in whites creekWebApr 6, 2024 · This paper studies quantile linear regression models with response data missing at random. A quantile empirical-likelihood-based method is proposed firstly to study a quantile linear regression ... el rey shows