Faculty of Statistics, Payam Noor University, Tehran, Iran
Abstract
In this paper, a new exponential estimator is proposed for the finite population mean in simple random sampling without replacement, considering auxiliary information. Then, this new estimator is compared with several other finite population mean estimators using two real data sets and using the mean square error of their errors.
Yaghoubzadeh Shahrestani, S. (2019). A new exponential-type estimate for the finite population mean in simple random sampling without replacement. Andishe_ye Amari, 23(2), 11-15.
MLA
Yaghoubzadeh Shahrestani, S. "A new exponential-type estimate for the finite population mean in simple random sampling without replacement.", Andishe_ye Amari, 23, 2, 2019, 11-15.
HARVARD
Yaghoubzadeh Shahrestani S. (2019). 'A new exponential-type estimate for the finite population mean in simple random sampling without replacement.', Andishe_ye Amari, 23(2), pp. 11-15.
CHICAGO
S. Yaghoubzadeh Shahrestani, "A new exponential-type estimate for the finite population mean in simple random sampling without replacement.," Andishe_ye Amari, 23 2 (2019): 11-15,
VANCOUVER
Yaghoubzadeh Shahrestani S. A new exponential-type estimate for the finite population mean in simple random sampling without replacement. Andishe_ye Amari. 2019;23(2):11-15 (In Persian).
