High dimensional probability. Proceedings of the conference, Oberwolfach, Germany, August 1996 (Q1379279)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Arcones, Miguel A.}, Weak convergence of the row sums of a triangular array of empirical processes, 1-25 [Zbl 0902.60008] \textit{Dembo, Amir; Shao, Qi-Man}, Self-normalized large deviations in vector spaces, 27-32 [Zbl 0910.60011] \textit{Dudley, Richard M.}, Consistency of \(M\)-estimators and one-sided bracketing, 33-58 [Zbl 0948.62012] \textit{Dunker, T.; Lifshits, M. A.; Linde, W.}, Small deviation probability of sums of independent random variables, 59-74 [Zbl 0902.60039] \textit{Einmahl, Uwe; Mason, David M.}, Strong approximations to the local empirical process, 75-92 [Zbl 0908.60011] \textit{Gaenssler, Peter; Rost, Daniel; Ziegler, Klaus}, On random measure processes with application to smoothed empirical processes, 93-102 [Zbl 0936.60033] \textit{Giné, Evarist}, A consequence for random polynomials of a result of de la Peña and Montgomery-Smith, 103-110 [Zbl 1033.60500] \textit{Hahn, Marjorie G.; Zhang, Gang}, Distinctions between the regular and empirical central limit theorems for exchangeable random variables, 111-143 [Zbl 0907.60025] \textit{Heinkel, Bernhard}, Laws of large numbers and continuity of processes, 145-149 [Zbl 0905.60023] \textit{Hoffmann-Jørgensen, Jørgen}, Convergence in law of random elements and random sets, 151-189 [Zbl 0916.60002] \textit{Koltchinskii, Vladimir I.}, Asymptotics of spectral projections of some random matrices approximating integral operators, 191-227 [Zbl 0905.60003] \textit{Ledoux, Michel}, A short proof of the Gaussian isoperimetric inequality, 229-232 [Zbl 0913.60013] \textit{Li, Wenbo V.; Kuelbs, James}, Some shift inequalities for Gaussian measures, 233-243 [Zbl 0912.60039] \textit{Li, Wenbo V.; Pritchard, Geoffrey}, A central limit theorem for the sock-sorting problem, 245-248 [Zbl 0908.60014] \textit{Lifshits, Mikhail; Weber, Michel}, Oscillations of Gaussian Stein's elements, 249-261 [Zbl 0906.60038] \textit{Marcus, Michael B.}, A sufficient condition for the continuity of high order Gaussian chaos processes, 263-276 [Zbl 0905.60026] \textit{de la Peña, Victor H.}, On Wald's equation and first exit times for randomly stopped processes with independent increments, 277-286 [Zbl 0905.60004] \textit{Peškir, Goran}, The best Doob-type bounds for the maximum of Brownian paths, 287-296 [Zbl 0898.60079] \textit{Pinelis, Iosif}, Optimal tail comparison based on comparison of moments, 297-314 [Zbl 0906.60014] \textit{Radulović, Dragan}, The bootstrap of empirical processes for \(\alpha\)-mixing sequences, 315-330 [Zbl 0901.62060]