Parallel Algorithms and Cluster Computing

Implementions.- Parallel Programming Models for Irregular Algorithms.- Basic Approach to Parallel Finite Element Computations: The DD Data Splitting.- A Performance Analysis of ABINIT on a Cluster System.- Some Aspects of Parallel Postprocessing for Numerical Simulation.- Algorithms.- Efficient Preconditioners for Special Situations in Finite Element Computations.- Nitsche Finite Element Method for Elliptic Problems with Complicated Data.- Hierarchical Adaptive FEM at Finite Elastoplastic Deformations.- Wavelet Matrix Compression for Boundary Integral Equations.- Numerical Solution of Optimal Control Problems for Parabolic Systems.- Applications.- Parallel Simulations of Phase Transitions in Disordered Many-Particle Systems.- Localization of Electronic States in Amorphous Materials: Recursive Green's Function Method and the Metal-Insulator Transition at E ? 0.- Optimizing Simulated Annealing Schedules for Amorphous Carbons.- Amorphisation at Heterophase Interfaces.- Energy-Level and Wave-Function Statistics in the Anderson Model of Localization.- Fine Structure of the Integrated Density of States for Bernoulli-Anderson Models.- Modelling Aging Experiments in Spin Glasses.- Random Walks on Fractals.- Lyapunov Instabilities of Extended Systems.- The Cumulant Method for Gas Dynamics.