Probability in Banach spaces, 8: Proceedings of the eighth international conference, held at Bowdoin College in summer of 1991 (Q2368018)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Hahn, Marjorie G.; Shao, Yongzhao}, An exposition of Talagrand's mini-course on matching theorems, 3-38 [Zbl 0795.60011] \textit{Talagrand, Michel}, The Ajtai-Komlos-Tusnady matching theorem for general measures, 39-54 [Zbl 0795.60010] \textit{Yukich, J.}, Some generalizations of the Euclidean two-sample matching problem, 55-66 [Zbl 0802.60012] \textit{de la Peña, Victor H.}, Sharp bounds on the \(L_ p\) norm of a randomly stopped multilinear form with an application to Wald's equation, 69-79 [Zbl 0783.60022] \textit{Giné, Evarist; Zinn, Joel}, On Hoffmann-Jørgensen's inequality for \(U\)-processes, 80-91 [Zbl 0787.60020] \textit{Hahn, Marjorie G.; Klass, Michael J.}, The Poisson counting argument: A heuristic for understanding what makes a Poissonized sum large, 92-105 [Zbl 0793.60046] \textit{Li, Wenbo V.}, On the lower tail of Gaussian measures on \(\ell_ p\), 106-115 [Zbl 0787.60005] \textit{Monrad, Ditlev; Philipp, Walter}, Conditional versions of the Strassen-Dudley theorem, 116-127 [Zbl 0793.60009] \textit{Pinelis, Iosif}, An approach to inequalities for the distributions of infinite-dimensional martingales, 128-134 [Zbl 0793.60016] \textit{Jurek, Zbigniew J.}, Random integral representations for classes of limit distributions similar to Lévy class \(L_ 0\). III, 137-151 [Zbl 0783.60042] \textit{Kokoszka, Piotr S.; Taqqu, Murad S.}, Asymptotic dependence of stable self-similar processes of Chentsov type, 152-165 [Zbl 0787.60047] \textit{Norvaiša, Rimas}, Distributions of stable processes on spaces of measurable functions, 166-188 [Zbl 0783.60021] \textit{Richard, Philip H.}, Harmonizability, \(V\)-boundedness, and stationary dilation of Banach- valued processes, 189-205 [Zbl 0791.60025] \textit{Hahn, Marjorie G.; Weiner, Daniel C.}, Asymptotic behavior of self-normalized trimmed sums: Nonnormal limits. III, 209-227 [Zbl 0786.60029] \textit{Slaby, Marek}, On large deviations of Gaussian measures in Banach spaces, 228-244 [Zbl 0789.60025] \textit{Zabell, S. L.}, Mosco convergence and large deviations, 245-252 [Zbl 0795.60023] \textit{Deheuvels, Paul; Mason, David M.}, A functional LIL approach to pointwise Bahadur-Kiefer theorems, 255-266 [Zbl 0844.60012] \textit{Dobrić, Vladimir}, The Glivenko-Cantelli theorem in a Banach space setting, 267-272 [Zbl 0789.60006] \textit{Giné, Evarist; Zinn, Joel}, Marcinkiewicz type laws of large numbers and convergence of moments for \(U\)-statistics, 273-291 [Zbl 0851.60029] \textit{Godbole, Anant P.}, Self-normalized bounded laws of the iterated logarithm in Banach spaces, 292-303 [Zbl 0787.60011] \textit{Goodman, V.; Kuelbs, J.}, Rates of clustering for weakly convergent Gaussian vectors and some applications, 304-324 [Zbl 0787.60012] \textit{Heinkel, Bernard}, On the almost sure summability of \(B\)-valued random variables, 325-338 [Zbl 0789.60005] \textit{Talagrand, Michel}, On the rate of clustering in Strassen's LIL for Brownian motion, 339-347 [Zbl 0787.60040] \textit{Berman, Simeon M.}, A central limit theorem for the renormalized self-intersection local time of a stationary process, 351-363 [Zbl 0787.60025] \textit{Marcus, Michael B.; Rosen, Jay}, Moment generating functions for local times of symmetric Markov processes and random walks, 364-376 [Zbl 0788.60092] \textit{Arcones, Miguel A.; Gaenssler, Peter; Ziegler, Klaus}, Partial-sum processes with random locations and indexed by Vapnik- Červonenkis classes of sets in arbitrary sample spaces, 379-389 [Zbl 0786.60037] \textit{Blumer, Anselm}, Learnability models and Vapnik-Chervonenkis combinatorics, 390-402 [Zbl 0791.68136] \textit{Dudley, R. M.}, Nonlinear functionals of empirical measures, 403-410 [Zbl 0801.60028] \textit{Klaassen, Chris A. J.; Wellner, Jon A.}, Kac empirical processes and the bootstrap, 411-429 [Zbl 0802.60030] \textit{Nolan, Deborah}, Functional limit theorems for probability forecasts, 430-450 [Zbl 0794.60021] \textit{Smith, Daphne L.; Dudley, R. M.}, Exponential bounds in Vapnik-Červonenkis classes of index 1, 451-465 [Zbl 0783.60029] \textit{Benke, George; Hendricks, W. J.}, Tail estimates for empirical characteristic functions, with applications to random arrays, 469-478 [Zbl 0796.60039] \textit{Beran, Rudolf}, The radial process for confidence sets, 479-496 [Zbl 0801.62032] \textit{Millar, P. W.}, Stochastic search in a Banach space, 497-510 [Zbl 0790.62049]