Titlebook: Discretization Methods and Iterative Solvers Based on Domain Decomposition; Barbara I. Wohlmuth Book 2001 Springer-Verlag Berlin Heidelber

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Discretization Techniques Based on Domain Decomposition, domain. Very often heterogeneous problems can be decomposed into homogeneous subproblems for which efficient discretization techniques are available. To obtain a stable and optimal discretization scheme for the global problem, the information transfer and the communication between the subdomains is

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Iterative Solvers Based on Domain Decomposition,rameter is, in general, unknown. The number of required iteration steps reflects the order of the method. For the Gau?-Seidel and the Jacobi method, the number of required iteration steps grows quadratically with one over the meshsize. In case of the optimal SOR-method, the increase is linear. Moreo

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Rajat Chatterjee,Chanchal Majumder domain. Very often heterogeneous problems can be decomposed into homogeneous subproblems for which efficient discretization techniques are available. To obtain a stable and optimal discretization scheme for the global problem, the information transfer and the communication between the subdomains is

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Aditya Kumar Jha,Sukalyan Chakrabortyrameter is, in general, unknown. The number of required iteration steps reflects the order of the method. For the Gau?-Seidel and the Jacobi method, the number of required iteration steps grows quadratically with one over the meshsize. In case of the optimal SOR-method, the increase is linear. Moreo

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William F. Lawless,Donald A. Sofge,H. T. Goranson Most conceptual models on the response of biodiversity to urbanization, however, are based on the experience in developed economies. In this chapter, we summarize patterns of bird communities found at different spatial and temporal scales in southern South America. Along a 1400-km latitudinal gradi

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Noor Syaifudin,Yanrui Wuon a chaotic attractor show sensitive dependence on initial conditions. Solar activity exhibits apparently chaotic behaviour on several different timescales, associated with the eruption of active regions, the 22-year magnetic cycle and modulation at grand minima. Although it has not yet been possib