Department Details

Journals 488

Books 17

Book Chapters 9

Conference Proceedings 26

Department of Statistics

	1)		Gupta, P., Pandey, A., Hanagal, D.D., Tyagi, S. (2024). Exploring the Impact of Latent and Obscure Factors on Left-Censored Data: Bayesian Approaches and Case Study. In P. K. Kapur(Eds.), Reliability Engineering for Industrial Processes (pp.293-320). Switzerland: Springer. ISBN: 9783031550478.

	2)		Kasibhatla, S.M., Vaidya, S.R., Kale, M.M., Kulkarni-Kale, U. (2024). Phylogenomics and evolution of measles virus. In I. Mokrousov(Eds.), Phylogenomics Foundations, Methods, and Pathogen Analysis (pp.391-413). Switzerland: Elsevier. ISBN: 9780323998864.

	3)		Latpate, R.V. (2020). Inverse Adaptive Stratified Random Sampling. In G. Chandra(Eds.), Statistical Methods and Applications in Forestry and Environmental Sciences (pp.47-55). Singapore: Springer. ISBN: 9789811514753.

	4)		Hanagal, D.D. (2017). Frailty Models in Public Health. In Arni S.R. Srinivasa Rao(Ed.), Handbook of Statistics (pp.209-247). Netherlands: Elsevier. ISBN: 9780444639752 .

	5)		Kasibhatla, S.M., Waman, V.P., Kale, M.M., Kulkarni-Kale, U. (2015). Analysis of Next Generation Sequencing Data in Virology: Opportunities and Challenges. In J.K. Kulski(Ed.), Next Generation Sequencing - Advances, Applications and Challenges. Australia: InTech publishers. ISBN: 9789535122401.

	6)		Hanagal, D.D., Ahmadi, K.A. (2012). Bayesian estimation using EM algorithm in bivariate exponential distributions based on censored samples . In Mohammad Ahsanullah(Ed.), New Developments in Applied Statistics (pp.197-214). New York, United States: Nova Science Publishers. ISBN: 9781613246481.

	7)		Kolekar, P.S., Kale M.M., Kulkarni-Kale, U. (2011). Molecular Evolution and Phylogeny What, When, Why and How?. In L.M.Cruz(Eds.), Computational Biology and Applied Bioinformatics (pp.3-27). Croatia - EUROPEAN UNION: InTech. ISBN: 9789533076294.

			Publications Before 2011
	8)		Hanagal, D.D. (2008). Multivariate Reliability Models and Methods. In B.S Everitt(Ed.), Encyclopedia of Quantitative Risk Analysis and Assessment (pp.1144-1147). New York, United States: John Wiley & Sons. ISBN: 9780470035498.

	9)		Ramanathan, T.V., Bhat, B.R. (2003). Estimation in a Gompertzian stochastic model. In M.R. Srinivasan(Eds.), Statistical Methods and Practice – Recent Advances (pp.71-79). New Delhi, India: Narosa Publishing House. ISBN: 9788173194832.