Risultati ricerca

Abstract/Sommario: Standards of statistical practice - Replicated sampling designs - Some theory useful in sampling.

Abstract/Sommario: The axiom of extension - The axiom of specification - Unordered pairs - Unions and intersections - Complements and powers - Ordered pairs - Relations - Functions - Families - Inverses and composites - Numbers - The Peano axioms - Arithmetic - Order - The axiom of choice - Zorn's lemma - Well ordering - Transfinite recursion - Ordinal numbers - Sets of ordinal numbers - Ordinal arithmetic - The Schroder-Bernstein theorem - Countable sets - Cardinal arithmetic - Cardinal numbers.

Abstract/Sommario: Overview for managers - Decision rules for planning aggregate production and work force - Order, shipment, production and purchase of individual products - Design of decision systems - Generalization of decision methods.

Abstract/Sommario: Distribution of random variables - Some special distributions - Introduction to sampling theory - Transformations of variables - Point estimation - Sufficiency and stochastic independence - Limiting distributions - Some distribution-free problems - Statistical hypotheses - Certain quadratic forms - Multivariate distributions.

Abstract/Sommario: Compound statements - Sets and functions - Probability theory - Elementary linear algebra - Convex sets - Finite Markov chains - Continuous probability theory.

Abstract/Sommario: The nature and role of sampling - Empirical studies - The design of sample surveys.

Abstract/Sommario: Spaces - Transformations - Orthogonality - Analysis.

Abstract/Sommario: Stationary stochastic processes and their representations - Statistical questions when the spectrum is known (least squares theory) - Statistical analysis of parametric models - Estimation of the spectrum - Applications - Distribution of spectral estimates - Problems in linear estimation - Assorted problems - Appendix on complex variable theory.

Abstract/Sommario: Foundations - Random variables and probability distributions - Applications.

Abstract/Sommario: Games in normal form - Values and optimal strategies in games - General structure of statistical games - Utility and principles of choice - Classes of optimal strategies - Fixed sample-size games with finite omega - Fixed sample-size games with finite alpha - Sufficient statistics and the invariance principle in statistical games - Sequential games - Bayes and minimax sequential procedures when both omega and alpha are finite - Estimation - Comparison of experiments.