Multiscale modeling in epitaxial growth. Papers based on the presentation at the workshop, Oberwolfach, Germany, January 18--24, 2004. (Q2386509)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Biehl, Michael}, Lattice gas models and kinetic Monte Carlo simulations of epitaxial growth, 3-18 [Zbl 1082.82521] \textit{Albe, Karsten; Müller, Michael}, Cluster diffusion and island formation on fcc(111) metal surfaces studied by atomic scale computer simulations, 19-28 [Zbl 1082.82520] \textit{Cavallotti, Carlo; Moscatelli, Davide; Veneroni, Alessandro}, A multiscale study of the epitaxial CVD of Si from Chlorosilanes, 29-39 [Zbl 1082.82522] \textit{Biehl, Michael; Much, Florian; Vey, Christian}, Off-lattice kinetic Monte Carlo simulations of strained heteroepitaxial growth, 41-57 [Zbl 1082.82519] \textit{DeVita, Jason P.; Sander, Leonard M.; Smereka, Peter}, Quasicontinuum Monte Carlo simulation of multilayer surface growth, 57-66 [Zbl 1082.82528] \textit{Krug, Joachim}, Introduction to step dynamics and step instabilities, 69-95 [Zbl 1082.80002] \textit{Haußer, Frank; Voigt, Axel}, A finite element framework for Burton-Cabrera-Frank equation, 97-114 [Zbl 1179.80049] \textit{Rätz, Andreas; Voigt, Axel}, Edge diffusion in phase-field models for epitaxial growth, 115-125 [Zbl 1179.80042] \textit{Otto, Felix; Penzler, Patrick; Rump, Tobias}, Discretisation and numerical tests of a diffuse-interface model with Ehrlich-Schwoebel barrier, 127-158 [Zbl 1179.80041] \textit{Kuhn, Philipp; Krug, Joachim}, Islands in the stream: electromigration-driven shape evolution with crystal anisotropy, 159-173 [Zbl 1081.82598] \textit{Haußer, Frank; Voigt, Axel}, Simulation of Ostwald ripening in homoepitaxy, 175-192 [Zbl 1095.82007] \textit{Rost, Martin}, Continuum models for surface growth, 195-208 [Zbl 1095.82003] \textit{Israeli, Navot; Kandel, Daniel}, Configurational continuum modelling of crystalline surface evolution, 209-225 [Zbl 1081.80502] \textit{Clarenz, Ulrich; Haußer, Frank; Rumpf, Martin; Voigt, Axel; Weikard, Ulrich}, On level set formulations for anisotropic mean curvature flow and surface diffusion, 227-237 [Zbl 1179.35159]