Results 231 to 240 of about 9,441 (247)

Almost sure convergence of the Bartlett estimator

Periodica Mathematica Hungarica, 2005
We study the almost sure convergence of the Bartlett estimator for the asymptotic variance of the sample mean of a stationary weekly dependent process. We also study the a.\ s.\ behavior of this estimator in the case of long-range dependent observations.
Shao, Qi-Man, Berkes, I., Horvath, L., Kokoszka, P.   +3 more
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SIMULATED ANNEALING FOR ALMOST SURE CONVERGENT RANDOM SEQUENCES

Statistics & Risk Modeling, 2001
Summary: A stochastic simulated annealing algorithm is defined in order to find solutions to a minimization problem connected with a function defined on a finite set which is the almost sure limit of a sequence of random variables. The convergence to equilibrium of the algorithm is shown and the asymptotic properties of the sequence of equilibrium ...
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On almost sure convergence of asymptotic martingales

1993
Summary: The aim of this paper is to give a characterization of almost sure convergence for sequences of random variables, which do not necessarily have first moments. An example of such characterization was given by \textit{I. A. Dzhvarsheishvili} [Theory Probab. Appl. 33, 260-269 (1988)], where a notion of a \(D_v\)-amart was introduced. We show that
Kruk, Łukasz, Zięba, Wiesław (1950- )
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Regularity and almost sure convergence

1995
Summary: We give a sufficient condition for almost sure convergence in the sense of \textit{E. Hensz} and \textit{R. Jajte} [Math. Z. 193, 413-429 (1986; Zbl 0613.46056)] to be equivalent to almost uniform convergence.
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Almost Sure Convergence.

Journal of the American Statistical Association, 1975
M. H. D., William F. Stout
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Almost sure convergence of projections in \(L_p\)-spaces

1997
Summary: The paper is devoted to the analysis of pointwise convergence of sequences of projections in \(L_p\)-spaces. Also some approximation problems for operators in \(L_2\)-spaces are discussed.
Hensz-Chądzyńska, Ewa, Jajte, Ryszard, Paszkiewicz, Adam   +2 more
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Almost Sure Convergence of Multi-Indexed Series

2014
One of the fundamental results of the classical probability theory is the so-called Kolmogorov three series theorem.
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Stochastic Helmholtz Problem and Convergence Almost Surely

Lobachevskii Journal of Mathematics
Tleubergenov, M. I., Vassilina, G. K., Azhymbaev, D. T.   +2 more
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Almost Sure Convergence

2007
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SUMMABILITY METHODS AND ALMOST-SURE CONVERGENCE

1991
N.H. Bingham, L.C.G. Rogers
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