Title | Mathematical Statistics and Probability Theory [electronic resource] : Volume A Theoretical Aspects Proceedings of the 6th Pannonian Symposium on Mathematical Statistics, Bad Tatzmannsdorf, Austria, September 14-20, 1986 / edited by M. L. Puri, P. Rรฉvรฉsz, W. Wertz |
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Imprint | Dordrecht : Springer Netherlands, 1987 |
Connect to | http://dx.doi.org/10.1007/978-94-009-3963-9 |
Descript | XIV, 326 p. online resource |
On Central Limit Theorems and Uniform Integrability for Certain Stopped Linear Sum Processes -- A Characterization of Identifiability of Mixtures of Distributions -- On Nonuniform Estimates of the Rate of Convergence in the Central Limit Theorem for Functions of the Average of Independent Random Variables -- The Support of Extremal Probability Measures with Given Marginals -- Convergence for the Sample Extremes Via Convolutions -- Many Heads in a Short Block -- Weak Laws for the Increments of Wiener Processes, Brownian Bridges, Empirical Processes and Partial Sums of I.I.D.R.V.โs -- A Strong Law of Large Numbers in Banach Spaces of Type ? -- On the Last Zero of a Wiener Process -- Almost Sure Asymptotic Behavior of the Record and Record Time Sequences of a Stationary Gaussian Process -- Weak Convergence of Weighted Multivariate Empirical Processes under Mixing Conditions -- Generalized Translation Structures and Invariant Feller Semigroups -- Mixing Properties for f-Expansions: The Bounded p-Variation Case -- Uniform Integrability in Anscombeโs Theorem for Martingales -- On a Functional Equation Occurring in the Limit Theorem for Maxima with Random Indices -- Comparison of Shift Experiments on a Banach Space -- On the ?-Fields which are Larger than a Sufficient One -- On the Properties of Marginal Densities and Conditional Moments of Elliptically Contoured Measures -- Consistency of Kernel Density Estimators and Laws of Large Numbers in C0(R) -- Testing Hypotheses on Independent, not Identically Distributed Models -- A Limit Theorem for Double Arrays -- The Description of the Class I0 in the Multiplicative Structure of Distribution Functions -- Conditional Semiamarts and Conditional Amarts -- of Volume B