Random walks. International workshop, Budapest, Hungary, July 13--24, 1998
The articles of this volume will be reviewed individually. Indexed articles: \textit{Bradley, Richard C.}, Can a theorem of Csáki and Fischer provide a key to Ibragimov's conjecture?, 11-42 [Zbl 0955.60030] \textit{Csáki, Endre; Földes, Antónia; Révész, Pál; Shi, Zhan}, On the excursions of two-dimensional random walk and Wiener process, 43-58 [Zbl 0958.60081] \textit{Csörgő, Miklós}, Random walking around financial mathematics, 59-111 [Zbl 0951.60004] \textit{Davis, Burgess}, Reinforced and perturbed random walks, 113-126 [Zbl 0953.60028] \textit{Gantert, Nina; Zeitouni, Ofer}, Large deviations for one-dimensional random walk in a random environment -- a survey, 127-165 [Zbl 0953.60009] \textit{Gravner, Janko; Griffeath, David}, Scaling laws for a class of critical cellular automaton growth rules, 167-186 [Zbl 0949.68111] \textit{Hu, Yueyun; Yor, Marc}, Asymptotic studies of Brownian functionals, 187-217 [Zbl 0973.60084] \textit{Lawler, Gregory F.}, Geometric and fractal properties of Brownian motion and random walk paths in two and three dimensions, 219-258 [Zbl 0955.60076] \textit{Mohanty, Sri Gopal}, Combinatorial aspects of some random walks, 259-273 [Zbl 0954.60039] \textit{Pap, Gyula; Voit, Michael}, Rates of convergence for central limit theorems for random walks related with the Hankel transform, 275-298 [Zbl 0954.60018] \textit{Révész, Pál}, Critical branching Wiener process in \(\mathbb{R}^d\), 299-348 [Zbl 0951.60083] \textit{Tóth, Bálint}, Self-interacting random motions -- a survey, 349-384 [Zbl 0953.60027]
scientific article; zbMATH DE number 1409633