| Course Archives Theoretical Statistics and Mathematics Unit | ||||||||||||||||||||||
| Course: Statistics II Instructor: Sunanda Bagchi Room: G26 Level: Undergraduate Time: Currently Offered | ||||||||||||||||||||||
| Syllabus Past Exams Syllabus Theory and Methods of Estimation and Hypothesis testing, Suciency, Exponential family, Bayesian methods, Moment methods, Maximum likelihood estimation, Criteria for estimators, UMVUE, Large sample theory: Consistency; asymptotic normality, Condence intervals, Elements of hypothesis testing; Neyman-Pearson Theory, UMP tests, Likelihood ratio and related tests, Large sample tests Suggested References: 1. George Casella and Roger L Berger: Statistical Inference 2. Peter J Bickel and Kjell A Doksum: Mathematical Statistics 3. Erich L Lehmann and George Casella: Theory of Point Estimation 4. Erich L Lehmann and Joseph P Romano: Testing Statistical Hypotheses Top of the page Past Exams | ||||||||||||||||||||||
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| [ Semester Schedule ][ Statmath Unit ] [Indian Statistical Institute] |