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Dr. Sukhdev Singh
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My Job
Research Interests
Educational Background
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Dr. Sukhdev Singh
Home
My Job
Research Interests
Educational Background
Contact
More
Home
My Job
Research Interests
Educational Background
Contact
On estimating parameters of a progressively censored lognormal distribution
Balakrishnan, N., & Cramer, E. (2014).
The art of progressive censoring
.
Birkhauser, New York.
Balakrishnan, N., & Cramer, E. (2014).
Maximum Likelihood Estimation in Progressive Type-II Censoring
. In
The Art of Progressive Censoring
(pp. 267-312). Springer New York.
(2015).
Reliability Assessment Based on Progressively Tpe-I interval censored measurements using genetic algorithm and different evolution method
.
Singh, S.
, & Tripathi, Y. M. (2016).
Bayesian estimation and prediction for a hybrid censored lognormal distribution
.
IEEE Transactions on Reliability
,
65
(2), 782-795.
Dey, S.,
Singh, S.
, Tripathi, Y. M., & Asgharzadeh, A. (2016).
Estimation and prediction for a progressively censored generalized inverted exponential distribution
.
Statistical Methodology
,
32
, 185-202.
Salemi, U. H., Rezaei, S., & Nadarajah, S. (2017).
A-optimal and D-optimal censoring plans in progressively Type-II right censored order statistics
.
Statistical Papers
, 1-19.
Singh, S.
, Tripathi, Y. M., & Wu, S. J. (2017).
Bayesian estimation and prediction based on lognormal record values
.
Journal of Applied Statistics
, 44(5), 916-940.
Maurya, R. K., Tripathi, Y. M., Rastogi, M. K., & Asgharzadeh, A. (2017).
Parameter Estimation for a Burr Type XII Distribution under Progressive Censoring
.
American Journal of Mathematical and Management Sciences
, 1-18.
Fatma G. A., & Birdal Ş. (2017).
Inference for the Jones and Faddy’s Skewed t-Distribution Based on Progressively Type-II Censored Samples
.
Journal of Science,
30(3), 1-17.
Singh, S.
, & Tripathi, Y. M. (2018).
Estimating the parameters of an inverse Weibull distribution under progressive type-I interval censoring
.
Statistical Papers
, 59(1), 21-56.
Jia, X., Nadarajah, S., & Guo, B. (2018).
The effect of mis-specification on mean and selection between the Weibull and lognormal models.
Physica A: Statistical Mechanics and its Applications,
Vol. 492, 1875-1891.
Dey, S., Nassar, M., Maurya, R.K. & Tripathi, Y.M., 2018.
Estimation and prediction of Marshall–Olkin extended exponential distribution under progressively type-II censored data
.
Journal of Statistical Computation and Simulation
, pp.1-22.
Belaghi, R. A., Asl, M. N., Alma, O. G.,
Singh, S.
& Vasfi, M. (2018).
Estimation and Prediction for the Poisson-Exponential Distribution Based on Type-II Censored Data
,American Journal of Mathematical and Management Sciences, DOI:
10.1080/01966324.2018.1484827
Sen, T.,
Singh
,
S.
& Tripathi, Y.M. (2018) :
Statistical inference for lognormal distribution with type-I progressive hybrid censored data
.
American Journal of Mathematical and Management Sciences
.
Maurya, R. K., Tripathi, Y. M., Sen, T., & Rastogi, M. K. (2019).
Inference for an Inverted Exponentiated Pareto Distribution Under Progressive Censoring
.
Journal of Statistical Theory and Practice
,
13
(1), 2.
Maurya, R. K., Tripathi, Y. M., Sen, T., & Rastogi, M. K. (2019).
On progressively censored inverted exponentiated Rayleigh distribution
.
Journal of Statistical Computation and Simulation
,
89
(3), 492-518.
Khan, R.A. & Mitra, M. Stat Papers (2019).
Estimation issues in the Exponential–Logarithmic model under hybrid censoring.
Statistical Papers
, https://doi.org/10.1007/s00362-019-01100-3
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