000 01463nam a2200169Ia 4500
999 _c424
_d424
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005 20191119053942.0
008 140801s2009 xx 000 0 und d
020 _a978-93-5051-769-7
082 _a519.5 GUP-F
100 _aGUPTA, S C
245 _aFundamentals of Statistics
260 _bHimalaya
_c2009
_aNew Delhi
500 _a1. Introduction – Meaning and Scope 2. Collection of Data 3. Classification and Tabulation 4. Diagrammatic and Graphic Representation 5. Averages or Measures of Central Tendency 6. Measures to Dispersion 7. Skewness, Moments and Kurtosis 8. Correlation Analysis 9. Linear Regression Analysis 10. Index Numbers 11. Time Series Analysis 12. Theory of Probability 13. Random Variable, Probability Distributors and Mathematical Expectation 14. Theoretical Distributions 15. Sampling Theory and Design of Sample Surveys 16. Theory of Estimation and Testing of Hypothesis 17. Large Sample Tests 18. Chi-square Test 19. Tests of Significance Based on t, F and Z Distribution 20. Interpolation and Extrapolation 21. Statistical Quality Control 22. Theory of Attributes 23. Analysis of Variance (ANOVA) 24. Interpretation of Data and Statistical Fallacies 25. Statistical Decision Theory 26. Non-Parametric Methods 27. Multiple and Partial Correlation and Regression Analysis Appendix I: Numerical Tables Appendix II: Bibliography
650 _aFundamentals of Statistics
942 _2ddc
_cBK
_011