Substructuring Techniques and Domain Decomposition Methods: Computational Science, Engineering and Technology, cartea 24

1 Substructuring and Domain DecompostionMethods: An Overview, F. Magoules and D. Rixen 2 The 'Parareal in Time' Algorithm, Y. Maday 3 On Transformation Methods and the Induced Parallel Properties for the Temporal Domain, C.-H. Lai 4 Asynchronous Substructuring Methods, C. Venet and F. Magoules 5 Asynchronous Multi-Splitting Methods, J.M. Bahi, R. Couturier and D. Laiymani 6 A Coarse Grid Conjugate Gradient Method and its Application to Realistic Problems: Fully Iterative Method with Coarse Grid , H. Akiba 7 Incorporation of Multipoint Constraints into Domain Decomposition Methods, T. Miyamura 8 Efficient Approximate Inverse Preconditioning Techniques for Reduced Systems on Parallel Computers, K. Moriya, L. Zhang and T. Nodera 9 Finite Element Matrices in Congruent Subdomains and some Techniques for Practical Problems, A. Suzuki and M. Tabata

F. Magoules is a professor of high performance computing at the Ecole Centrale-Paris. He is the coauthor or author of more than 45 publications in computational science and engineering, including" Computational Methods for Acoustics Problems" and "Mesh Partitioning Techniques and Doman Decomposition Methods."