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20172021
most citedRobust Parameter Estimation of Regression Model with AR(p) Error Terms

12 citations · 14 across the 10 of their papers we have counts for

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stat.CO201712 cited

Robust Parameter Estimation of Regression Model with AR(p) Error Terms

Yetkin Tuaç, Yeşim Güney Birdal Şenoğlu, Olcay Arslan

In this paper, we consider a linear regression model with AR(p) error terms with the assumption that the error terms have a t distribution as a heavy tailed alternative to the norm…

stat.AP2017

Variable Selection in Restricted Linear Regression Models

Yetkin Tuaç, Olcay Arslan

The use of prior information in the linear regression is well known to provide more efficient estimators of regression coefficients. The methods of non-stochastic restricted regres…

math.ST2017

On the Robustness and Asymptotic Properties for Maximum Likelihood Estimators of Parameters in Exponential Power and its Scale Mixture Form Distributions

Mehmet Niyazi Cankaya, Olcay Arslan

The normality assumption on data set is very restrictive approach for modelling. The generalized form of normal distribution, named as an exponential power (EP) distribution, and i…

math.ST2017

Double Reweighted Estimators for the Parameters of the Multivariate t Distribution

Fatma Zehra Doğru, Y. Murat Bulut, Olcay Arslan

The t-distribution has many useful applications in robust statistical analysis. The parameter estimation of the t-distribution is carried out using ML estimation method, and the ML…

math.ST2017

Finite Mixtures of Multivariate Skew Laplace Distributions

Fatma Zehra Doğru, Y. Murat Bulut, Olcay Arslan

In this paper, we propose finite mixtures of multivariate skew Laplace distributions to model both skewness and heavy-tailedness in the heterogeneous data sets. The maximum likelih…

math.ST2017

M-Estimation Method Based Asymmetric Objective Function

Mehmet Niyazi Cankaya, Olcay Arslan

The asymmetric objective function is proposed as an alternative to Huber objective function to model skewness and obtain robust estimators for the location, scale and skewness para…