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Reza Azimi
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E-Bayesian estimation based on generalized half Logistic progressive type-II censored data
R Azimi, F Yaghmaei, B Fasihi
Int. J. Adv. Math. Sci 1, 56-63, 2013
202013
Estimation of stress-strength parameter for two-parameter Weibull distribution
N Amiri, R Azimi, F Yaghmaei, M Babanezhad
International Journal of Advanced Statistics and Probability 1 (1), 4-8, 2013
192013
Empirical Bayes estimators of parameter and reliability function for compound Rayleigh distribution under record data
O Shojaee, R Azimi, M Babanezhad
American Journal of Theoretical and Applied Statistics 1 (1), 12-15, 2012
172012
On Bayesian estimation from two parameter Bathtub-shaped lifetime distribution based on progressive first-failure-censored sampling
N Javadkani, P Azhdari, R Azimi
International Journal of Scientific World 2 (1), 31-41, 2014
102014
Bayesian estimation based on Rayleigh progressive type II censored data with binomial removals
R Azimi, F Yaghmaei
Journal of Quality and Reliability Engineering 2013, 2013
92013
Statistical inference for generalized Pareto distribution based on progressive Type-II censored data with random removals
R Azimi, B Fasihi, FA Sarikhanbaglu
International Journal of Scientific World 2 (1), 1-9, 2014
82014
Bayesian estimation of generalized half logistic Type-II doubly censored data
R Azimi
International Journal of Scientific World 1, 57-60, 2013
72013
A new generalization of Nadarajah-Haghighi distribution with application to cancer and COVID-19 deaths data
R Azimi, M Esmailian
Mathematica Slovaca 73 (1), 221-244, 2023
62023
Bayesian estimation for the burr type III distribution under type II Doubly censored data
R Azimi, F Yaghmaei
International Journal of Advanced Statistics and Probability 1 (1), 1-3, 2013
62013
Comparison of Bayesian estimation methods for Rayleigh progressive censored data under the different asymmetric loss function
R Azimi, F Yaghmaei, D Azimi
International Journal of Applied Mathematical Research 1 (4), 452-461, 2012
62012
Bayesian Estimation of Generalized Half Logistic Distribution Under Progressive Type-II Censored
R Azimi, F Yaghmaei, M Babanezhad
Applied Mathematical Sciences 6 (106), 5253-5261, 2012
62012
A New Cure Rate Model Based on Flory–Schulz Distribution: Application to the Cancer Data
R Azimi, M Esmailian, DI Gallardo, HJ Gómez
Mathematics 10 (24), https://doi.org/10.3390/math10244643, 2022
52022
Bayesian estimation for the Kumaraswamy-inverse Rayleigh distribution based on progressive first failure censored samples
R Azimi, FA Sarikhanbaglu
Int. J. Scientific World 2 (2), 42-47, 2014
42014
The inverted exponentiated Chen distribution with application to cancer data
R Azimi, M Esmailian, DI Gallardo
Japanese Journal of Statistics and Data Science 6 (1), 213-241, 2023
22023
Correction to: The Weibull Fréchet distribution and its applications
R Azimi, M Esmailian
Journal of Applied Statistics 48 (16), 3251-3252, 2021
22021
Bayes and empirical bayes estimators based on generalized half logistic records data
R Azimi, FA Sarikhanbaglu
Journal of Statistics Appl. Prob 3, 145, 2014
22014
Correction to: Khan, MS, King, R. and Hudson, IL,(2017), Transmuted generalized exponential distribution: a generalization of the exponential distribution with applications to …
R Azimi, M Esmailian
Communications in Statistics-Simulation and Computation 52 (10), i-vi, 2023
12023
Correction to: Ghosh, IK, & Hamedani, GG (2018). The Gamma–Kumaraswamy distribution: an alternative to Gamma distribution. Communications in Statistics-Theory and Methods, 47 …
R Azimi, M Esmailian
Communications in Statistics-Theory and Methods 52 (18), i-iv, 2023
2023
Correction to: Pararai, M., Warahena-Liyanage, G., and Oluyede, B.(2017). Exponentiated power Lindley Poisson distribution: Properties and applications. Communications in …
R Azimi, M Esmailian
Communications in Statistics-Theory and Methods 52 (18), v-vi, 2023
2023
Correction to: Gomes, AE, da-Silva, C., Cordeiro, GM (2015). The exponentiated G Poisson model. Communications in Statistics-Theory and Methods, 44: 20, 4217-4240
R Azimi, M Esmailian
Communications in Statistics-Theory and Methods 52 (16), iv-vi, 2023
2023
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Articles 1–20