Pages that link to "Item:Q808514"

The following pages link to An empirical process central limit theorem for dependent non-identically distributed random variables (Q808514):

Displaying 20 items.

• An empirical process central limit theorem for multidimensional dependent data (Q457103) (← links)
• A CLT for weighted time-dependent uniform empirical processes (Q473519) (← links)
• Penalized least squares estimation with weakly dependent data (Q525888) (← links)
• A functional limit theorem for \(\eta \)-weakly dependent processes and its applications (Q623491) (← links)
• An empirical central limit theorem for dependent sequences (Q873610) (← links)
• Central limit theorems for empirical and \(U\)-processes of stationary mixing sequences (Q1314306) (← links)
• Establishing conditions for the functional central limit theorem in nonlinear and semiparametric time series processes. (Q1858916) (← links)
• A central limit theorem for strong near-epoch dependent random variables (Q1884133) (← links)
• Weak convergence of stochastic processes indexed by smooth functions (Q1915849) (← links)
• Invariance principles for dependent processes indexed by Besov classes with an application to a Hausman test for linearity (Q2000861) (← links)
• Smoothed GMM for quantile models (Q2330749) (← links)
• The functional central limit theorem and weak convergence to stochastic integrals. I: Weakly dependent processes (Q2716481) (← links)
• Uniform limit theorems for the integrated periodogram of weakly dependent time series and their applications to Whittle's estimate (Q3552858) (← links)
• The Central Limit Theorem for Empirical Processes Under Local Conditions: The Case of Radon Infinitely Divisible Limits without Gaussian Component (Q3810620) (← links)
• Quasi-Likelihood Estimation of a Censored Autoregressive Model With Exogenous Variables (Q4559695) (← links)
• Dependent Lindeberg central limit theorem for the fidis of empirical processes of cluster functionals (Q4580022) (← links)
• The empirical distribution function for dependent variables: asymptotic and nonasymptotic results in ${\mathbb L}^p$ (Q5429594) (← links)
• SPATIAL SEMIPARAMETRIC MODEL WITH ENDOGENOUS REGRESSORS (Q5741625) (← links)
• \(S\)-estimation of nonlinear regression models with dependent and heterogeneous observations (Q5939169) (← links)
• Evaluating forecast performance with state dependence (Q6090570) (← links)