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About The Author

K.S. Kushwaha
K.S. Kushwaha: M.Sc., P.S.C.C., Ph.D. (Statistics), Recipient of Dr. Radhakrishanan Award (1992), Associate Professor (Statistics), Department of Mathematics & Statistics, Jawaharlal Nehru Krishi Vishwavidayalaya, Jabalpur, Madhya Pradesh, India

Rajesh Kumar
Rajesh Kumar: M.Sc., P.S.C.C., Ph.D., (Statistics), Principal Scientist (Statistics), Indian Institute of Sugarcane Research (ICAR), Lucknow, Uttar Pradesh. India

About The Book

The book entitles "Basic Concepts in Statistics" is useful to all the P.G. and Ph.D. students and faculty members of statistics, agricultural statistics and engineering, social sciences and biological sciences. It is also useful to all those students who have to appear in competitive examinations with statistics as a subject in state P.S.C's, U.P.S.C., A.S.R.B. and I.S.S. etc. This book is the outcome of 25 years of teaching experiences to U.G., P.G. and Ph.D. students.  The book contains 15 s covering different topics of statistics e.g. Analysis of variance, Designs of experiments, Theories of points and interval estimations, Theories of tests of significance based on small samples (n<=30) and large samples (n>30) and non parametric methods and tests.

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  1. Start Pages

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  2. Preliminaries

    1 - 14 (14 Pages)
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  3. ANOVA & Three Basic Design of Experiments

    15 - 30 (16 Pages)
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  4. Incomplete Block Design (IBD)

    31 - 36 (6 Pages)
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  5. Factorial Experiment

    37 - 46 (10 Pages)
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  6. Split Plot Experiment

    47 - 52 (6 Pages)
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  7. Strip Plot Design/Split Block Design

    53 - 58 (6 Pages)
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  8. Progeny Row Trial and Compact Family Block Design

    59 - 62 (4 Pages)
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  9. Analysis of Covariance

    63 - 66 (4 Pages)
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  10. Tests Based on Large Sample (z Test)

    67 - 76 (10 Pages)
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  11. 10 

    X2 Distribution and Its Applications

    77 - 88 (12 Pages)
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  12. 11 

    F and ‘t’ Distributions and Their Applications

    89 - 104 (16 Pages)
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  13. 12 

    Estimation Theory

    105 - 132 (28 Pages)
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  14. 13 

    Methods of Estimation

    133 - 150 (18 Pages)
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  15. 14 

    Theory of Testing of Hypothesis

    151 - 184 (34 Pages)
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  16. 15 

    Non Parametric Method of Estimation

    185 - 192 (8 Pages)
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  17. 16 

    End Pages

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