Geometrical and Statistical Aspects of Probability in Banach Spaces (eBook, PDF)
Actes des Journees SMF de Calcul des Probabilites dans les Espaces de Banach, organisees a Strasbourg les 19 et 20 Juin 1985 Redaktion: Fernique, Xavier; Marcus, Michel; Meyer, Paul-Andre; Heinkel, Bernard
Geometrical and Statistical Aspects of Probability in Banach Spaces (eBook, PDF)
Actes des Journees SMF de Calcul des Probabilites dans les Espaces de Banach, organisees a Strasbourg les 19 et 20 Juin 1985 Redaktion: Fernique, Xavier; Marcus, Michel; Meyer, Paul-Andre; Heinkel, Bernard
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Inhaltsangabe
A brief survey of Antoine Ehrhard's scientific work.- Invariance principles for the empirical measure of a mixing sequence and for the local time of markov processes.- Almost exchangeable sequences in Lq, 1 ? q <2.- An application of a martingale inequality of dubins and freedman to the law of large numbers in Banach spaces.- On the small balls condition in the central limit theorem in uniformly convex spaces.- Some remarks on the uniform convergence of Gaussian and Rademacher Fourier quadratic forms.- Rates of convergence in the central limit theorem for empirical processes.- Mean square convergence of weak martingales.- Metric entropy and the central limit theorem in Banach spaces.
A brief survey of Antoine Ehrhard's scientific work.- Invariance principles for the empirical measure of a mixing sequence and for the local time of markov processes.- Almost exchangeable sequences in Lq, 1 ? q <2.- An application of a martingale inequality of dubins and freedman to the law of large numbers in Banach spaces.- On the small balls condition in the central limit theorem in uniformly convex spaces.- Some remarks on the uniform convergence of Gaussian and Rademacher Fourier quadratic forms.- Rates of convergence in the central limit theorem for empirical processes.- Mean square convergence of weak martingales.- Metric entropy and the central limit theorem in Banach spaces.
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