The purpose of this thesis was to evaluate a method for reducing the bias of estimation for autocovariance estimators. Two methods are compared, one is the standard method and the other is an adjustment method. The Monte Carlo method is used within comparison. The bias and the mean squared error of the estimated autocovariance is computed for several time series models and two variations of the adjustment method of estimation. The results indicate some improvement in bias and mean squared error for the new method
Short time series are common in environmental and ecological studies. For sample sizes of 10 to 50, ...
A common procedure when combining two multivariate unbiased estimates (or forecasts) is the covarian...
This study develops a new bias-corrected estimator for the fixed-effects dynamic panel data model an...
We analyze the properties of various methods for bias-correcting parameter estimates in both station...
1-1. In the analysis of. most time series it is customary to estimate the mean and the trend by fitt...
In this paper we work with multivariate time series that follow a Dynamic Factor Model. In particula...
<p>The work revisits the autocovariance function estimation, a fundamental problem in statistical in...
A bootstrap bias-correction method is applied to statistical inference in the regression model with ...
The autocorrelation function is a basic tool for time series analysis. The clas- sical estimation is...
This paper is concerned with the estimation of the autoregressive parameter of dynamic panel data mo...
Using the Prais-Winsten correction and adding a lagged variable provides improved estimates (smaller...
The bias of Ordinary Least Squares estimators of the variance of first-order autocorrelated errors a...
When time-series data are positively autocorrelated, mean adjustment using the overall sample mean c...
For fMRI time-series analysis to be statistically valid, it is important to deal correctly with temp...
The maximum likelihood estimator of the adjustment coefficient in a cointegrated vector autoregressi...
Short time series are common in environmental and ecological studies. For sample sizes of 10 to 50, ...
A common procedure when combining two multivariate unbiased estimates (or forecasts) is the covarian...
This study develops a new bias-corrected estimator for the fixed-effects dynamic panel data model an...
We analyze the properties of various methods for bias-correcting parameter estimates in both station...
1-1. In the analysis of. most time series it is customary to estimate the mean and the trend by fitt...
In this paper we work with multivariate time series that follow a Dynamic Factor Model. In particula...
<p>The work revisits the autocovariance function estimation, a fundamental problem in statistical in...
A bootstrap bias-correction method is applied to statistical inference in the regression model with ...
The autocorrelation function is a basic tool for time series analysis. The clas- sical estimation is...
This paper is concerned with the estimation of the autoregressive parameter of dynamic panel data mo...
Using the Prais-Winsten correction and adding a lagged variable provides improved estimates (smaller...
The bias of Ordinary Least Squares estimators of the variance of first-order autocorrelated errors a...
When time-series data are positively autocorrelated, mean adjustment using the overall sample mean c...
For fMRI time-series analysis to be statistically valid, it is important to deal correctly with temp...
The maximum likelihood estimator of the adjustment coefficient in a cointegrated vector autoregressi...
Short time series are common in environmental and ecological studies. For sample sizes of 10 to 50, ...
A common procedure when combining two multivariate unbiased estimates (or forecasts) is the covarian...
This study develops a new bias-corrected estimator for the fixed-effects dynamic panel data model an...