Results 71 to 80 of about 37,446 (199)
A Relaxed Splitting Preconditioner for the Incompressible Navier-Stokes Equations
A relaxed splitting preconditioner based on matrix splitting is introduced in this paper for linear systems of saddle point problem arising from numerical solution of the incompressible Navier-Stokes equations.
Ning-Bo Tan, Ting-Zhu Huang, Ze-Jun Hu
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Finite Element Preconditioning on Spectral Element Discretizations for Coupled Elliptic Equations
The uniform bounds on eigenvalues of B^h2−1A^N2 are shown both analytically and numerically by the P1 finite element preconditioner B^h2−1 for the Legendre spectral element system A^N2u¯=f¯ which is arisen from a coupled elliptic system occurred by an ...
JongKyum Kwon +3 more
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Sensory preconditioning of cats in a shuttle box avoidance situation [PDF]
Joel L. Davis, Richard F. Thompson
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Response of Plants to Air Pollutants. III. A Relation between Ascorbic Acid Levels and Ozone Susceptibility of Light-Preconditioned Tobacco Plants [PDF]
H. A. Menser
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An extension of the theory of secant preconditioners
AbstractA theory of inexact Newton methods with secant preconditioners for solving large nonlinear systems of equations has been developed recently by Martínez (Math. Comput., 1993). According to this theory, local and superlinear convergence with bounded work per iteration of the inexact Newton method is obtained if the first trial increment at each ...
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This work studies limited memory preconditioners for linear symmetric positive definite systems of equations. Connections are established between a partial Cholesky factorization from the literature and a variant of Quasi-Newton type preconditioners ...
Benedetta Morini
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Sensory preconditioning of a conditioned emotional response [PDF]
Stanley R. Parkinson
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A polynomial preconditioner for the GMRES algorithm
The paper describes a polynomial preconditioner for the GMRES algorithm of \textit{Y. Saad} and \textit{M. H. Schultz} [SIAM J. Sci. Stat. Comput. 7, 856-869 (1986; Zbl 0599.65018)] in order to reduce the number of iterations and the storage requirements.
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In this paper, utilizing Legendre polynomials as the basis functions in both space and time, we present a modified domain decomposition spectral method for 2-dimensional parabolic partial differential equations.
Wei-Hua Luo, Liang Yin, Jun Guo
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The orientation reaction as a mediator of sensory preconditioning [PDF]
Eldon R. Parks
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