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A first course in mathematical statistics / C. E. Weatherburn.
Material type:
TextLanguage: English Publication details: India : Phoenix , 2022.Edition: 1 st edDescription: xii , 268 p. : ill . ; 24 cmISBN: - 9789392359286
- 519.5 WEA
Contents:
Summary: Originally published by Cambridge University Press, A First Course in Mathematical Statistics by C.E. Weatherburn is a classic foundational textbook designed to provide students with an accessible yet mathematically sound introduction to statistical theory. Requiring only a baseline knowledge of integral calculus, the book systematically builds core topics in probability, theoretical probability distributions, sampling techniques, and statistical inference. It remains widely adopted in undergraduate mathematics and statistics curricula across universities for its clarity, logical exposition, and foundational worked examples.
1.Frequency Distributions and Descriptive Measures.
2.Bivariate Distributions, Bivariate Normal, Correlation, and Regression.
3.Theory of simple Sampling.
| Item type | Current library | Collection | Shelving location | Call number | Status | Barcode | |
|---|---|---|---|---|---|---|---|
Reference
|
Kalaignar Centenary Library Madurai | ENGLISH-REFERENCE BOOKS | மூன்றாம் தளம் / Third floor | 519.5 WEA (Browse shelf(Opens below)) | Not for loan | 284797 | |
| English Books | Kalaignar Centenary Library Madurai | ENGLISH - LENDING BOOKS | மூன்றாம் தளம் / Third floor | 519.5 WEA (Browse shelf(Opens below)) | Available | 284798 | |
| English Books | Kalaignar Centenary Library Madurai | ENGLISH - LENDING BOOKS | மூன்றாம் தளம் / Third floor | 519.5 WEA (Browse shelf(Opens below)) | Available | 284799 |
Includes and index.
1.Frequency Distributions and Descriptive Measures.
2.Bivariate Distributions, Bivariate Normal, Correlation, and Regression.
3.Theory of simple Sampling.
Originally published by Cambridge University Press, A First Course in Mathematical Statistics by C.E. Weatherburn is a classic foundational textbook designed to provide students with an accessible yet mathematically sound introduction to statistical theory. Requiring only a baseline knowledge of integral calculus, the book systematically builds core topics in probability, theoretical probability distributions, sampling techniques, and statistical inference. It remains widely adopted in undergraduate mathematics and statistics curricula across universities for its clarity, logical exposition, and foundational worked examples.