Results 81 to 90 of about 37,446 (199)
Circulant preconditioners with unbounded inverses
Let \(A_ n = [a_{i-j}]\) be a Hermitian Toeplitz matrix whose entries are the Fourier coefficients of a function \(f\). The quality of a preconditioner \(M_ n\) is measured by how well the singular values of \(M_ n^{-1} A_ n\) cluster at 1. This clustering has been proved for \(M_ n = C_ n\) and \(M_ n = S_ n\) (the optimal and the simplified circulant
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Multipreconditioned GMRES for simulating stochastic automata networks
Stochastic Automata Networks (SANs) have a large amount of applications in modelling queueing systems and communication systems. To find the steady state probability distribution of the SANs, it often needs to solve linear systems which involve their ...
Wen Chun +5 more
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Numerical Simulation of One-Phase Flow to Multi-Stage Hydraulically Fractured Horizontal Well [PDF]
This paper presents a method of numerical simulation of one-phase flow near multi-stage fractured horizontal well in oil reservoir. Differential models for flows within reservoir and within fractures are formulated separately on the basis of Darcy's law.
M.R. Khamidullin
doaj
Preconditioning of Indefinite Problems by Regularization [PDF]
Owe Axelsson
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Preconditions and propositions for ‘Another development’ [PDF]
Marshall Wolfe
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Reconstructing Kernel-Based Machine Learning Force Fields with Superlinear Convergence. [PDF]
Blücher S, Müller KR, Chmiela S.
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On the construction of preconditioners by subspace decomposition
AbstractA preconditioner for the iterative solution of symmetric linear systems which arise in Galerkin's method is obtained by decomposition of the space into orthogonal subspaces. The preconditioner corresponds to a particular bilinear form and is actually a 2-level multigrid method.
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Peace Theory: Preconditions of Disarmament
Clifton E. Wilson, John W. Burton
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