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Library,Documentation and Information Science Division

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A treatise on statistical inference and distributions/ Kishore K.Das, Dibyojoyti Bhattarcharjee

By: Contributor(s): Material type: TextTextPublication details: New Delhi : Asian Books, 2008Description: xvi, 852 pages; tables; 24 cmISBN:
  • 8184120826
Subject(s): DDC classification:
  • 23rd. SA.1 D229
Contents:
1. Random variables, probability distributions and generating functions -- 2. Some discrete distributions -- 3. Some continuous distributions -- 4. Sampling distributions -- 5. Mixture distributions and order statistics -- 6. Bivariate distributions -- 7. Point estimation -- 8. Confidence interval estimation -- 9. Testing of hypothesis -- 10. Non-parametric test -- 11. Multivariate distributions -- 12. An overview of Bayesian inference -- 13. Random process -- 14. Monte Carlo simulation -- 15. Additional solved illustrations: all chapters.
Summary: This book is written in view the students of B.Sc. (honours in Statistics), M.Sc. in Statistics, students preparing for the National Eligibility Test (NET) in Mathematical Sciences, Indian Statistical Service (ISS), Indian Administrative Service (IAS) and other state civil services examinations and Statistics as one of the subjects. The book is divided into 15 chapters. The book is a utility text and to the readers of the book it will come as a hand book at all the different levels for which the book is intended. The book starts directly with the random variables and their properties after a brief overview of probability theory. Some of the important generating functions and their properties are also been dealt with.
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Holdings
Item type Current library Call number Status Notes Date due Barcode Item holds
Books ISI Library, Kolkata SA.1223 D229 (Browse shelf(Opens below)) Available Gifted by Prof. Ashis Kumar Chakraborty C27640
Total holds: 0

Includes blbliography and index

1. Random variables, probability distributions and generating functions -- 2. Some discrete distributions -- 3. Some continuous distributions -- 4. Sampling distributions -- 5. Mixture distributions and order statistics -- 6. Bivariate distributions -- 7. Point estimation -- 8. Confidence interval estimation -- 9. Testing of hypothesis -- 10. Non-parametric test -- 11. Multivariate distributions -- 12. An overview of Bayesian inference -- 13. Random process -- 14. Monte Carlo simulation -- 15. Additional solved illustrations: all chapters.

This book is written in view the students of B.Sc. (honours in Statistics), M.Sc. in Statistics, students preparing for the National Eligibility Test (NET) in Mathematical Sciences, Indian Statistical Service (ISS), Indian Administrative Service (IAS) and other state civil services examinations and Statistics as one of the subjects. The book is divided into 15 chapters. The book is a utility text and to the readers of the book it will come as a hand book at all the different levels for which the book is intended. The book starts directly with the random variables and their properties after a brief overview of probability theory. Some of the important generating functions and their properties are also been dealt with.

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