In this paper, unit root test of bounded AR(2) model with constant and with independent errors has been derived, where estimation of the model, asymptotic distributions of OLS estimators under different tests of hypothesis and asymptotic distributions of the t-type statistics under different tests of hypothesis have been derived. Also, the simulation results of the bias, mean squared error (MSE),Thiel's inequality coefficient(Thiel's U)and power of the test for OLS estimators of bounded AR(2) model with constant and with constant and with independent errors approved the alternative hypothesis H a more than the null hypothesis H 0.
Meshaal El-Sayed, S., Amin El_sheikh, A., & Ahmed Farouk, M. (2020). Unit Root Test of Bounded AR(2) Model with Constant and with Independent Errors. The Egyptian Statistical Journal, 64(1), 34-53. doi: 10.21608/esju.2021.189437
MLA
Sayed Meshaal El-Sayed; Ahmed Amin El_sheikh; Mohamed Ahmed Farouk. "Unit Root Test of Bounded AR(2) Model with Constant and with Independent Errors", The Egyptian Statistical Journal, 64, 1, 2020, 34-53. doi: 10.21608/esju.2021.189437
HARVARD
Meshaal El-Sayed, S., Amin El_sheikh, A., Ahmed Farouk, M. (2020). 'Unit Root Test of Bounded AR(2) Model with Constant and with Independent Errors', The Egyptian Statistical Journal, 64(1), pp. 34-53. doi: 10.21608/esju.2021.189437
VANCOUVER
Meshaal El-Sayed, S., Amin El_sheikh, A., Ahmed Farouk, M. Unit Root Test of Bounded AR(2) Model with Constant and with Independent Errors. The Egyptian Statistical Journal, 2020; 64(1): 34-53. doi: 10.21608/esju.2021.189437
)
View on SCiNiTO