Department Details

Department of Statistics

1)    Chipade, R.A., Ramanathan, T.V. (2019,March, 9-15). Statistical orbit determination for geostationary and geosynchronous satellite orbits in Beidou constellation: A simulation study. Proceedings of 2019 URSI Asia-Pacific Radio Science Conference (AP-RASC)(pp.8738671). New Delhi; India: Institute of Electrical and Electronics Engineers. ISBN: 9789082598759.
2)    Deshpande, M.M., Gore, S.D. (2018,February, 2-3). A hybrid part-of-speech tagger for Marathi sentences. Proceedings of 3rd International Conference on Communication, Information and Computing Technology. Mumbai; India: Institute of Electrical and Electronics Engineers Inc.. ISBN: 9781538620519.
3)    Pandhare, S., Ramanathan, T.V. (2018,July, 2-6). The focused information criterion for stochastic model selection problems using robust M-estimators. Proceedings of International Conference on Robust Statistics(pp.64-65). Leuven; Belgium.
4)    Kashikar, A.S. (2017,March, 20-24). Statistical Modeling of Mortality and Morbidity among the Victims of Bhopal Gas Disaster. Proceedings of Proceedings 2nd ISI Regional Statistics Conference. Bali; Indonesia: International Statistical Institue and Bank . ISBN: 9786026165909.
5)    Awale M. S. (2017,March, 20-24). Modeling seasonality in epidemic surveillance data using count time series models. Proceedings of Proceedings 2nd ISI Regional Statistics Conference(pp.250-255). Bali; Indonesia: International Statistical Institute. ISBN: 9786026165909.
6)    Kashikar, A.S. (2015). Probability and Statistics in Ancient Indian texts . Proceedings of Tattvadipah-Special edition of national conference on Ancient Science and Technology: Retrospection and Aspirations. Melkote: Academy of Sanskrit Research. ISBN: 2321-7715.
7)    Hangal, D.D., Samajdwar, J. (2014,October, 19-22). QLI- a valuable index on assurance of quality for customers of process industries . Proceedings of Quality(pp.940-951). Tokyo; Japan.
8)    Tayefi, M., Gore, S.D. (2013). Distance-based partition of multivariate data . Proceedings of 12th Islamic countries conference on Statistical Sciences(pp.535-542). ISBN: 9789698858117 .
9)    Kale, M.M., Inamdar, A. (2013). Estimation of extinction time for H1N1 pandemic 2009 in Pune through age dependent branching process . Proceedings of Recent trends in applied Statistics: An interdisciplinary approach. ISBN: 9789351049234 .
10)    Dewan, I., Naik-Nimbalkar, U.V. (2013,August, 25-30). Statistical analysis of competing risks with missing causes of failure. Proceedings of 59th ISI World Statistics Congress onInternational Statistical Institute(pp.1223-1228). Hong Kong; China: International Statistical Institute. ISBN: 9789073592346 .
11)    Joshi, K., Rajarshi, M.B. (2011,March, 9-11). Modified BLEU for Measuring Performance of a Machine-Translation Software. In C. Singh, G. Singh Lehal, J. Sengupta, D.V. Sharma, V. Goyal(Eds.), Proceedings of Information Systems for Indian Languages(pp.294-298). Patiala; India: Springer Berlin Heidelberg. ISBN: 9783642194023/9783642194030/1865-0929.
12)    Latpate, R.V., Bajaj, V.H. (2011). Fuzzy Multi-objective, Multi-product, Production Distribution Problem with Manufacturer Storage. In S.S. Handa(Ed.), Proceedings of Productivity, Quality, Reliability, Optimization and Modeling (pp.340-355). New Delhi; India: Allied Publishers.
13)    Gore, S.D., Khafaie, B. (2011,June, 15-17). Linear relation-based transformation for detecting linear patterns. Proceedings of 17th International Conference on Soft Computing: Evolutionary Computation, Genetic Programming, Fuzzy Logic, Rough Sets, Neural Networks, Fractals, Bayesian Methods, MENDEL 2011(pp.341-346). Brno; Czech Republic: Brno University of Technology. ISBN: 9788021443020/1803-3814.

Publication Before 2011

14)    Kolekar, P.S., Kale, M.M., Kulkarni-Kale, U. (2010,December, 14). Subtyping of dengue viruses using return time distribution based approach. Proceedings of Accelerating Biology(pp.307-312). Pune; India: C-DAC.
15)    Kolekar, P., Kale, M.M., Kulkarni-Kale, U. (2010,October, 28-30). Inter-arrival time' inspired algorithm and its application in clustering and molecular phylogeny. In S. Paruya, S. Kar, S. Roy(Eds.), Proceedings of International Conference on Modeling, Optimization, and Computing, ICMOC 2010(pp.307-312). India: American Institute of Physics Inc.. ISBN: 9780735408548/0094-243X.
16)    Hanagal, D.D. (2007,December). Positive stable frailty regression models in mixture distributions. Proceedings of Reliability and Safety Engineering(pp.350-356). Udaipur; India: Indian Institute of Technology.
17)    Hanagal, D.D. (2006,January). Bivariate weibull regression model with gamma frailty for the survival data. Proceedings of Modeling and Analysis of Statistical Methods(pp.37-51). Cochin; India.
18)    Hanagal, D.D. (2006,December). Bivariate Weibull regression with positive stable frailty for censored data. Proceedings of Reliability and Safety Engineering(pp.184-192). Chennai; India: Indian Institute of Technology.
19)    Hanagal, D.D. (2005,December). Bivariate Weibull regression with gamma frailty for censored data. Proceedings of Reliability and Safety Engineering(pp.13-20). Bhuvaneshwar; India: Indian Institute of Technology.
20)    Shinde, R.L., Kulkarni, M.G. (2004,December, 28-30). Estimation of parameters in Consecutive-k-out-of-n:F system. In Basil M. de Silva, N. Mukhopadhyay(Eds.), Proceedings of Visions of futuristic methodologies(pp.189-197). Kandy; Sri Lanka: University of Peradeniya. ISBN: 0864593392.
21)    Hanagal, D.D. (1992,May). Inference results in some bivariate exponential models based oncensoring. In Muthathu, T.S.K(Ed.), Proceedings of Statistical Inference(pp.83-92). Trivendrum; India.