http://localhost:80/xmlui/handle/1/763 This collection includes the published and unpublished resources of Dr. Dritikesh Chakraborty. Dr. Dhritikesh Chakraborty will be responsible for whatever materials have been uploaded to this collection, no way the Rajabala Das Library and the librarian will be responsible for the contents of this collection. 2026-06-02T09:36:42Z http://localhost:80/xmlui/handle/1/1518 Title: Report of the Project Probabilistic Forecasting of Time Series Authors: Chakrabarty, Dhritikesh 2005-12-01T00:00:00Z http://localhost:80/xmlui/handle/1/1438 Title: Determination of the Natural Extrema of Temperature in the Context of Assam Authors: Chakrabarty, Dhritikesh 2011-12-01T00:00:00Z http://localhost:80/xmlui/handle/1/771 Title: Interval projections on the populations of India and its states up to 2031 AD. Authors: Chakrabarty, Dhritikesh; Barkataki, Kanchan Jyoti Abstract: It has been found that the method of interval population projection, innovated by Chababarty and Baruah (1993), has yielded acceptable results in the context of total population of India. In the current study, projected intervals, for the years 2006, 20 11, 2016, 202I, 2026 & 203 l, on the total population of India have been computed by applying the method due to Chakrabarty and Baruah using the data till 2001. Also the projected intervals on the total population of each of the states in India have been computed separately applying the same method and using similar data. 2006-03-01T00:00:00Z http://localhost:80/xmlui/handle/1/770 Title: A Theoretical Definition Of Probability Based On Common Sense Authors: Chakrabarty, Dhritikesh Abstract: A theoretical definition of probability. that has been thought of as a basis of searching for method/ methods of determining the exact value of the probability of an event. has been derived logically starting from the common sense 1oi common meaning) of the two terms viz "Chance" and "probability". Also, the basic properties of probability that are theorems derived from its classical approach and which arc the axioms of its axiomatic definition have been derived from the theoretical definition introduced here. 2004-01-01T00:00:00Z