Fractal geometry and stochastics III. Proceedings of the 3rd conference, Friedrichroda, Germany, March 17--22, 2003 (Q1887207)

The articles of this volume will be reviewed individually. The preceding conference (2, 1998) has been reviewed (see Zbl 0932.00044). Indexed articles: \textit{Lasota, Andrzej; Myjak, Józef; Szarek, Tomasz}, Markov operators and semifractals, 3-22 [Zbl 1074.37005] \textit{Lévy Véhel, Jacques; Tricot, Claude}, On various multifractal spectra, 23-42 [Zbl 1092.28005] \textit{Wen, Zhi-Ying}, One-dimensional Moran sets and the spectrum of Schrödinger operators, 43-56 [Zbl 1079.28002] \textit{Fisher, Albert M.}, Small-scale structure via flows, 59-78 [Zbl 1078.37025] \textit{Simon, Károly}, Hausdorff dimension of hyperbolic attractors in \(\mathbb{R}^3\), 79-92 [Zbl 1069.37017] \textit{Stratmann, Bernd O.}, The exponent of convergence of Kleinian groups; on a theorem of Bishop and Jones., 93-107 [Zbl 1095.20024] \textit{Ambroladze, Amiran; Schmeling, Jörg}, Lyapunov exponents are not rigid with respect to arithmetic subsequences, 109-116 [Zbl 1060.37003] \textit{Fan, Aihua}, Some topics in the theory of multiplicative chaos, 119-134 [Zbl 1062.60050] \textit{Mörters, Peter}, Intersection exponents and the multifractal spectrum for measures on Brownian paths, 135-150 [Zbl 1065.60114] \textit{Khoshnevisan, Davar; Xiao, Yimin}, Additive Lévy processes: capacity and Hausdorff dimension, 151-170 [Zbl 1065.60101] \textit{Triebel, Hans}, The fractal Laplacian and multifractal quantities, 173-192 [Zbl 1070.46027] \textit{Harrison, Jenny}, Geometric representations of currents and distributions, 193-204 [Zbl 1068.58004] \textit{Vivaldi, Maria Agostina}, Variational principles and transmission conditions for fractal layers, 205-217 [Zbl 1137.35352] \textit{Kumagai, Takashi}, Function spaces and stochastic processes of fractals, 221-234 [Zbl 1081.60059] \textit{Jonsson, Alf}, A Dirichlet form on the Sierpinski gasket, related function spaces, and traces, 235-244 [Zbl 1084.31006] \textit{Teplyaev, Alexander}, Spectral zeta function of symmetric fractals, 245-262 [Zbl 1060.28010]