Handbook of statistical distributions with applications

摘要: INTRODUCTION TO STATCALC Introduction of StatCalc PRELIMINARIES Random Variables and Expectations Moments Other Functions Some Relevant to Reliability Model Fitting Methods Estimation Inference Number Generation Special DISCRETE UNIFORM DISTRIBUTION Description BINOMIAL Computing Table Values Test for the Proportion Confidence Intervals A Difference between Two Proportions Fisher's Exact Properties Results Computation Probabilities HYPERGEOMETRIC Point Sample Size Calculation POISSON Mean Ratio Means with Examples GEOMETRIC NEGATIVE Computational Method LOGARITHMIC SERIES Inferences Algorithm NORMAL One-Sample Two-Sample Tolerance Relation Distributions Distribution Function CHI-SQUARE Applications F STUDENT'S t Maximum Several |t| EXPONENTIAL GAMMA BETA an Example Evaluating NONCENTRAL LAPLACE LOGISTIC Likelihood Estimators LOGNORMAL Interval Percentiles PARETO Value WEIBULL EXTREME VALUE CAUCHY INVERSE GAUSSIAN RAYLEIGH Estimator BIVARIATE An on Correlation Coefficients OF RUNS SIGN TEST AND CONFIDENCE INTERVAL FOR THE MEDIAN Hypothesis Median WILCOXON SIGNED-RANK Approximation RANK-SUM Mann-Whitney U Statistic NONPARAMETRIC TOLERANCE FACTORS MULTIVARIATE POPULATION Factors SAMPLE MULTIPLE CORRELATION COEFFICIENT REFERENCES INDEX