## Statistical DistributionsFrom the reviews: "Concise and useful summaries of the salient facts and formulas relating to [various] distributions." -Journal of the American Statistical Association "A worthwhile reference." -Journal of Quality Technology Since the previous edition of this popular guide to the most commonly used statistical distributions was published in 1993, statistical methods have found many new applications in science, medicine, engineering, business/finance, and the social sciences. To keep pace with these developments and to highlight the growing influence of statistical software and data management techniques, this new edition is now thoroughly updated and revised. Through clear, concise, easy-to-follow presentations, the authors discuss the key facts and formulas for 40 major probability distributions, fine-tune all existing material, and continue to offer ready access to vital information gleaned from hard-to-find places across the literature. Highly useful both as an introduction to basic principles and as a quick reference guide, Statistical Distributions, Third Edition: * Presents the 40 distributions in alphabetical order * Provides all key formulas for each distribution * Adds a new chapter on the Empirical Distribution Function * Expands the Weibull Distribution to cover the 3 and 5 parameter versions * Incorporates diagrams and tables illustrating the characteristics of each distribution * Discusses the types of application for which distributions are used * Features references to relevant software packages |

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A concise useful reference book. Some of the random variate generators are not necessarily the best and computationally economic. seems a bit expensive to me...

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Applications Bernoulli trial beta variate Cauchy variate censoring Characteristic function Coefficient of kurtosis Coefficient of skewness Coefficient of variation degrees of freedom denoted ESTIMATION Parameter Estimator EXECUSTAT EXECUSTAT EXECUSTAT exponential families exponential variate extreme value variate function of probability gamma distribution gamma variate geometric hazard function hypergeometric variate IMSL IMSL integer inverse distribution function Inverse survival function KOTZ Location parameter lognormal variate MATHEMATICA MATHEMATICA MATHEMATICA MATHEMATICA MINITAB MINITAB Maximum likelihood Mean Variance Median MINITAB MINITAB MINITAB Models multinomial distribution Multivariate negative binomial variate normal distribution PARAMETER ESTIMATION Parameter Parameter Estimator Method Poisson variate power function variate Probability density function Probability function Quantile x Figure RANDOM NUMBER random variable Range ri ri ri RISK RISK RISK sample Second Edition shape parameter Stochastic SYSTAT tends to infinity tion unit rectangular variate VARIATE RELATIONSHIPS variate with parameters variate with shape Weibull distribution Weibull variate