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Karl Heinz Hoffmann and Arnd Meyer
I-X
Front matter
3-64
Part I / Implementions
3-23
Parallel Programming Models for Irregular Algorithms
25-35
Basic Approach to Parallel Finite Element Computations: The DD Data Splitting
37-51
A Performance Analysis of ABINIT on a Cluster System
53-64
Some Aspects of Parallel Postprocessing for Numerical Simulation
67-169
Part II / Algorithms
67-85
Efficient Preconditioners for Special Situations in Finite Element Computations
87-104
Nitsche Finite Element Method for Elliptic Problems with Complicated Data
105-127
Hierarchical Adaptive FEM at Finite Elastoplastic Deformations
129-149
Wavelet Matrix Compression for Boundary Integral Equations
151-169
Numerical Solution of Optimal Control Problems for Parabolic Systems
173-360
Part III / Applications
173-201
Parallel Simulations of Phase Transitions in Disordered Many-Particle Systems
203-226
Localization of Electronic States in Amorphous Materials: Recursive Green’s Function Method and the Metal-Insulator Transition at E ≠ 0
227-234
Optimizing Simulated Annealing Schedules for Amorphous Carbons
235-254
Amorphisation at Heterophase Interfaces
255-266
Energy-Level and Wave-Function Statistics in the Anderson Model of Localization
267-280
Fine Structure of the Integrated Density of States for Bernoulli–Anderson Models
281-302
Modelling Aging Experiments in Spin Glasses
303-313
Random Walks on Fractals
315-333
Lyapunov Instabilities of Extended Systems
335-360
The Cumulant Method for Gas Dynamics
361-368
Back matter
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