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Kapil Kumar
Kapil Kumar
Associate Professor, Department of Statistics, Chaudhary Charan Singh University, Meerut, India
Zweryfikowany adres z ccsuniversity.ac.in
Tytuł
Cytowane przez
Cytowane przez
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Reliability Estimation in Generalized Inverted Exponential Distribution with Progressively Type-II Censored Sample
H Krishna, K Kumar
Journal of Statistical Computation and Simulation 83 (6), 1007-1019, 2013
1752013
Reliability Estimation in Lindley Distribution with Progressively Type-II Right Censored Sample
H Krishna, K Kumar
Mathematics and Computers in Simulation 82 (2), 281-294, 2011
1672011
Estimation of P(Y < X) in Lindley distribution using progressively first failure censoring
K Kumar, H Krishna, R Garg
International Journal of System Assurance Engineering and Management 6, 330-341, 2015
492015
Estimation in Maxwell Distribution with Randomly Censored Data
H Krishna, Vivekanand, K Kumar
Journal of Statistical Computation and Simulation 85 (17), 3560-3578, 2015
452015
Nakagami Distribution as a Reliability Model under Progressive Censoring
K Kumar, R Garg, H Krishna
International Journal of System Assurance Engineering and Management 8 (1 …, 2017
342017
On Randomly Censored Generalized Inverted Exponential Distribution
R Garg, M Dube, K Kumar, H Krishna
American Journal of Mathematical and Management Sciences 35 (4), 361-379, 2016
342016
Disposal of Unused Antibiotics as Household Waste: A Social Driver of Antimicrobial Resistance
M Sharma, K Kumar, KK Dubey
Environmental Quality Management 30 (4), 127-140, 2021
282021
Estimation in Inverse Weibull Distribution based on Randomly Censored Data
K Kumar, I Kumar
Statistica 79 (1), 47-74, 2019
272019
Classical and Bayesian Estimation in Log-Logistic Distribution under Random Censoring
K Kumar
International Journal of System Assurance Engineering and Management 9 (2 …, 2018
272018
On Estimation of for Inverse Pareto Distribution under Progressively Censored Data
I Kumar, K Kumar
International Journal of System Assurance Engineering and Management 13 (1 …, 2022
242022
Statistical Inference for the Reliability Functions of a Family of Lifetime Distributions based on Progressive Type-II Right Censoring
A Chaturvedi, N Kumar, K Kumar
Statistica 78 (1), 81-101, 2018
202018
Estimation of the Parameters of Randomly Censored Generalized Inverted Rayleigh Distribution
K Kumar, R Garg
International Journal of Agricultural and Statistical Sciences 10 (1), 147-155, 2014
172014
Parameter Estimation for Inverse Pareto Distribution with Randomly Censored Life Time Data
K Kumar, I Kumar
International Journal of Agricultural and Statistical Sciences 16 (1), 419-430, 2020
112020
Inference for Reliability in a Multicomponent Stress-Strength Model from Generalized Inverted Exponential Lifetime Distribution under Progressive First Failure Censoring
A Kumari, S Kumar, K Kumar
Journal of Statistical Computation and Simulation 93 (6), 863-887, 2023
102023
Bayesian and likelihood estimation of Multicomponent stress-strength reliability from power Lindley distribution based on progressively censored samples
A Kumari, I Ghosh, K Kumar
Journal of Statistical Computation and Simulation 94 (5), 923-964, 2024
92024
Multicomponent Stress-Strength Reliability Estimation of Inverse Pareto Lifetime Model under Progressively Censored Data
A Kumari, S Kumar, K Kumar
International Journal of Agricultural and Statistical Sciences 18 (2), 475-486, 2022
92022
Reliability Estimation in Inverse Pareto Distribution using Progressively First Failure Censored Data
I Kumar, K Kumar, IG Ghosh
American Journal of Mathematical and Management Sciences 42 (2), 126-147, 2023
72023
On Some Estimation Methods for the Inverse Pareto Distribution
I Kumar, SK Jha, K Kumar
Annals of Data Science 10 (4), 1035-1068, 2023
62023
On Estimation of P(Y < X) for Generalized Inverted Exponential Distribution based on Hybrid Censored Data
R Garg, K Kumar
Statistica 81 (3), 335-361, 2021
62021
An inferential analysis for the Weibull-G family of distributions under progressively censored data
AK Shukla, S Soni, K Kumar
OPSEARCH 60 (3), 1488-1524, 2023
52023
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