Fundamentals of statistics v- I / by A. M. Goon, M.K. Gupta and B. Dasgupta.

By: Goon, A. M.
Contributor(s): Gupta, M.K | Dasgupta, B.
Material type: TextTextPublisher: Calcutta(Kolkata) : The World Press Private Limited, 1983.Edition: 6th rev ed.Description: xv, 64p. 21cm.Subject(s): MATHEMATICS | STATISTICSDDC classification: 311.2 GOF V - I
Contents:
Some useful concepts and results Numerical ananlysis elementss of probality theory Collection and presentation of data Frequency distributors Measures of central tendency Measures of dispersion Moments and measures of skewness and kurtosis Elements of probability theory Uni-variate theoretical distributions Joint distributions of attributes Bi-variate frequency distributions Multivariate frequency distributions Some other types of correlation Random sampling and sampling distributions Basic principles of statistical inference Exact tests and confidence intervals Some further exact procedures Approximate tests and confidence intervals Non-parametric methods
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Item type Current library Call number Copy number Status Date due Barcode
Books Books HCC Central Library General Stacks 311.2 G643 V - I (Browse shelf(Opens below)) Available c7298
Books Books HCC Central Library General Stacks 311.2 GOF v. I (Browse shelf(Opens below)) Available c7782
Books Books HCC Central Library General Stacks 311.2 G643 v- I (Browse shelf(Opens below)) 1993 Available c7297

Includes appendix and index

Some useful concepts and results Numerical ananlysis elementss of probality theory Collection and presentation of data Frequency distributors Measures of central tendency Measures of dispersion Moments and measures of skewness and kurtosis Elements of probability theory Uni-variate theoretical distributions Joint distributions of attributes Bi-variate frequency distributions Multivariate frequency distributions Some other types of correlation Random sampling and sampling distributions Basic principles of statistical inference Exact tests and confidence intervals Some further exact procedures Approximate tests and confidence intervals Non-parametric methods

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