Dr. Abhimanyu Singh Yadav
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Dr. Abhimanyu Singh Yadav

Assistant Professor
Mizoram University, India

Highest Degree
Ph.D. in Statistics from Banaras Hindu University, India

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Area of Interest:

Bayesian Inference
100%
Statistical Computation
62%
Distribution Theory
90%
Statistics Modeling
75%
Survival Analyses
55%

Research Publications in Numbers

Books
0
Chapters
0
Articles
10
Abstracts
0

Selected Publications

  1. Yadav, A.S., S.K. Singh and U. Singh, 2016. Bayes estimator of the parameter and reliability function of Marshall-Olkin extended exponential distribution using hybrid type-II censored data. J. Stat. Manage. Syst., 19: 325-344.
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  2. Singh, S.K., U. Singh and A.S. Yadav, 2016. Reliability estimation for inverse Lomax distribution under type-II censored data using Markov chain Monte Carlo method. Int. J. Math. Stat., 17: 128-146.
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  3. Singh, S.K., U. Singh, A. Yadav and P.K. Viswkarma, 2015. On the estimation of stress strength reliability parameter of inverted exponential distribution. Int. J. Scient. World, 3: 98-112.
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  4. Singh, S.K., U. Singh and A.S. Yadav, 2015. Reliability estimation and prediction for extension of exponential distribution using informative and non-informative priors. Int. J. Syst. Assur. Eng. Manage., 6: 466-478.
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  5. Singh, S.K., U. Singh and A.S. Yadav, 2015. Bayesian estimation for exponentiated gamma distribution under progressive type-II censoring using different approximation techniques. J. Data Sci., 13: 551-568.
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  6. Singh, S.K., U. Singh, A.S. Yadav and P.K. Vishwakarma, 2014. Bayesian reliability estimation of inverted exponential distribution under progressive type-II censored data. J. Stat. Applic. Probab., 3: 317-333.
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  7. Singh, S.K., U. Singh and A.S. Yadav, 2014. Parameter estimation in Marshall-Olkin exponential distribution under type-I hybrid censoring scheme. J. Stat. Applic. Probab., 3: 117-127.
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  8. Singh, S.K., U. Singh and A.S. Yadav, 2014. Bayesian reliability estimation in extension of exponential distribution for progressive type II censored data with binomial removals using different loss functions. Int. J. Stat. Econ., 13: 19-39.
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  9. Singh, S.K., U. Singh and A.S. Yadav, 2014. Bayesian estimation of Marshall-Olkin extended exponential parameters under various approximation techniques. Hacettepe J. Math. Stat., 43: 341-354.
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  10. Singh, S.K., U. Singh and A.S. Yadav, 2013. Reliability estimation for Marshall-Olkin extended exponential distribution under type-II censored data using Markov chain Monte Carlo technique. J. Applied Stat. Sci., 21: 365-376.
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