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cover of the book Geometrical and Statistical Aspects of Probability in Banach Spaces: Actes des Journées SMF de Calcul des Probabilités dans les Espaces de Banach, organisées à Strasbourg les 19 et 20 juin 1985

Ebook: Geometrical and Statistical Aspects of Probability in Banach Spaces: Actes des Journées SMF de Calcul des Probabilités dans les Espaces de Banach, organisées à Strasbourg les 19 et 20 juin 1985

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Content:
Front Matter....Pages -
A brief survey of Antoine Ehrhard's scientific work....Pages 1-3
Invariance principles for the empirical measure of a mixing sequence and for the local time of markov processes....Pages 4-21
Almost exchangeable sequences in Lq, 1 ? q <2....Pages 22-28
An application of a martingale inequality of dubins and freedman to the law of large numbers in Banach spaces....Pages 29-43
On the small balls condition in the central limit theorem in uniformly convex spaces....Pages 44-52
Some remarks on the uniform convergence of Gaussian and Rademacher Fourier quadratic forms....Pages 53-72
Rates of convergence in the central limit theorem for empirical processes....Pages 73-109
Mean square convergence of weak martingales....Pages 110-112
Metric entropy and the central limit theorem in Banach spaces....Pages 113-128



Content:
Front Matter....Pages -
A brief survey of Antoine Ehrhard's scientific work....Pages 1-3
Invariance principles for the empirical measure of a mixing sequence and for the local time of markov processes....Pages 4-21
Almost exchangeable sequences in Lq, 1 ? q <2....Pages 22-28
An application of a martingale inequality of dubins and freedman to the law of large numbers in Banach spaces....Pages 29-43
On the small balls condition in the central limit theorem in uniformly convex spaces....Pages 44-52
Some remarks on the uniform convergence of Gaussian and Rademacher Fourier quadratic forms....Pages 53-72
Rates of convergence in the central limit theorem for empirical processes....Pages 73-109
Mean square convergence of weak martingales....Pages 110-112
Metric entropy and the central limit theorem in Banach spaces....Pages 113-128
....
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