Department Details

Department of Statistics

1)    Bhosale, M.R., Latpate, R., Gitte, S. (2022,April, 14). Fuzzy Supply Chain Newsboy Problem Under Lognormal Distributed Demand for Bakery Products. In D. D. Hanagal(Eds.), Proceedings of Annual Conference of the Society of Statistics, Computer and Applications(pp.65-79). Singapore: Springer. ISBN: 9789811679315/ 9789811679322.
2)    Pandey, A., Hanagal, D.D., Tyagi, S., Gupta, P. (2022,April, 14). Modeling Australian Twin Data Using Generalized Lindley Shared Frailty Models. In D. D. Hanagal(Eds.), Proceedings of Annual Conference of the Society of Statistics, Computer and Applications(pp.143-169). Singapore: Springer. ISBN: 9789811679315/9789811679322.
3)    Kurade, S., Latpate, R., Hanagal, D. (2022,April, 14). Probabilistic Supply Chain Models with Partial Backlogging for Deteriorating Items. In D. D. Hanagal(Eds.), Proceedings of Annual Conference of the Society of Statistics, Computer and Applications(pp.81-98). Singapore: Springer. ISBN: 9789811679315/ 9789811679315.
4)    Mishra, A., Ramanathan, T.V., (2020,January, 2-4). High Frequency Financial Data and Associated Financial Point Process: A Nonparametric Bayesian Perspective. In V.K. Gupta(Eds.), Proceedings of Special Proceeding of the 22 nd Annual Conference of SSCA(pp.181-192). Pune, India: Society of Statistics, Computer and Applications.
5)    Gulanikar N. A., Kashikar A. S. (2019,August, 2019). Parametric bootstrap based test for detecting changes in marriage patterns. Proceedings of Proceedings of the 62nd ISI World Statistics Congress 2019: Contributed Paper Session(pp.29-35). Kuala Lumpur, Malaysia: Dept of Statistics Malaysia, Central Bank of Statistics, Malaysia Institute of Statistics.
6)    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.
7)    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.
8)    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.
9)    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.
10)    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.
11)    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.
12)    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.
13)    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 .
14)    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 .
15)    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 .
16)    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.
17)    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.
18)    Joshi, K., Rajarshi, M.B. (2011,March, 9-11). Modified BLEU for Measuring Performance of a Machine-Translation Software. In C. Singh(Eds.), Proceedings of Information Systems for Indian Languages(pp.294-298). Patiala; India: Springer Berlin Heidelberg. ISBN: 9783642194023/9783642194030/1865-0929.
  

Publication Before 2011
19)    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(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.
20)    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.
21)    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.
22)    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.
23)    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.
24)    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.
25)    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(Eds.), Proceedings of Visions of futuristic methodologies(pp.189-197). Kandy; Sri Lanka: University of Peradeniya. ISBN: 0864593392.
26)    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.
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