Influential observations do posed a major threat on the performance of regression model. Different influential statistics including Cook’s Distance and DFFITS have been introduced in literatures using Ordinary Least Squares (OLS). The efficiency of these measures will be affected with the presence of multicollinearity in linear regression. However, both problems can jointly exist in a regression model. New diagnostic measures based on the Two-Parameter Liu-Ridge Estimator (TPE) defined by Ozkale and Kaciranlar (2007) was proposed as alternatives to the existing ones. Approximate deletion formulas for the detection of influential cases for TPE are proposed. Finally, the diagnostic measures are illustrated with two real life dataset. Key wor...
Influence concepts have an important place in linear regression models and case deletion is a useful...
In multiple linear regression analysis, multicollinearity and outliers are two main problems. When m...
Motivated by the ridge regression (Hoerl and Kennard, 1970) and Liu (1993) estimators, this paper pr...
In the process of building a linear regression model, the essential part is to identify influential ...
In regression, detecting anomalous observations is a significant step for model-building process. Va...
In regression, detecting anomalous observations is a significant step for model-building process. Va...
The detection of outliers and influential observations has received a great deal of attention in the...
The methods to solve the problem of multicollinearity have an important issue in the linear regressi...
We occasionally find that a small subset of the data exerts a disproportionate influence on the fitt...
The methods to solve the problem of multicollinearity have an important issue in the linear regressi...
The Influential Distance (ID) is proposed to identify multiple influential observations (IOs) in lin...
Influential observations (IO) are those observations that are responsible for misleading conclusions...
We propose two novel diagnostic measures for the detection of influential observations for regressio...
Influential observations (IO) are those observations that are responsible for misleading conclusions...
Ridge regression, a form of biased linear estimation, is a more appropriate technique than ordinary ...
Influence concepts have an important place in linear regression models and case deletion is a useful...
In multiple linear regression analysis, multicollinearity and outliers are two main problems. When m...
Motivated by the ridge regression (Hoerl and Kennard, 1970) and Liu (1993) estimators, this paper pr...
In the process of building a linear regression model, the essential part is to identify influential ...
In regression, detecting anomalous observations is a significant step for model-building process. Va...
In regression, detecting anomalous observations is a significant step for model-building process. Va...
The detection of outliers and influential observations has received a great deal of attention in the...
The methods to solve the problem of multicollinearity have an important issue in the linear regressi...
We occasionally find that a small subset of the data exerts a disproportionate influence on the fitt...
The methods to solve the problem of multicollinearity have an important issue in the linear regressi...
The Influential Distance (ID) is proposed to identify multiple influential observations (IOs) in lin...
Influential observations (IO) are those observations that are responsible for misleading conclusions...
We propose two novel diagnostic measures for the detection of influential observations for regressio...
Influential observations (IO) are those observations that are responsible for misleading conclusions...
Ridge regression, a form of biased linear estimation, is a more appropriate technique than ordinary ...
Influence concepts have an important place in linear regression models and case deletion is a useful...
In multiple linear regression analysis, multicollinearity and outliers are two main problems. When m...
Motivated by the ridge regression (Hoerl and Kennard, 1970) and Liu (1993) estimators, this paper pr...