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Communications in Statistics - Simulation and Computation Volume 51, 2022 - Issue 12
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Articles

A bivariate inverse generalized exponential distribution and its applications in dependent competing risks model

Fatemah A. Alqallafa Department of Statistics and Operations Research, Faculty of Science, Kuwait University, Safat, KuwaitCorrespondence[email protected]
&
Debasis Kundub Department of Mathematics and Statistics, Indian Institute of Technology Kanpur, Kanpur, India
Pages 7019-7036 | Received 23 Jan 2020, Accepted 05 Sep 2020, Published online: 28 Sep 2020

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Aakash Agrawal, Debanjan Mitra & Ayon Ganguly. A model for failure-time data with two dependent failure modes and prediction of future failures. Quality Engineering 0:0, pages 1-14.
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Lal Babu Sah Telee & Vijay Kumar. (2023) MODIFIED INVERSE GENERALIZED EXPONENTIAL DISTRIBUTION: MODEL AND PROPERTIES. International Journal of Research -GRANTHAALAYAH 11:8.
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Mohd Arshad, Ashok Kumar Pathak, Qazi J. Azhad & Mukti Khetan. (2023) Modeling Bivariate Data Using Linear Exponential and Weibull Distributions as Marginals. Mathematica Slovaca 73:4, pages 1075-1096.
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Neeraj Poonia & Sarita Azad. (2022) On bivariate modelling using a new statistical distribution with homogeneous marginals. International Journal of Climatology 42:16, pages 10138-10152.
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Isidro Jesús González-Hernández, Rafael Granillo-Macías, Carlos Rondero-Guerrero & Isaías Simón-Marmolejo. (2021) Marshall-Olkin distributions: a bibliometric study. Scientometrics 126:11, pages 9005-9029.
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Debasis Kundu. 2021. Methodology and Applications of Statistics. Methodology and Applications of Statistics 129 148 .

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