Results 261 to 270 of about 501,769 (296)

Matrix multi-splitting multi-parameter relaxation methods

International Journal of Computer Mathematics, 1992
In this paper, we propose a class of matrix multisplitting multiparameter relaxation methods, for solving large nonsingular systems of equations. This new class of method includes the well known matrix multisplitting relaxation methods such as the matrix multisplitting SOR, methods as well as the extrapolated matrix multisplitting AOR method as its ...
D. J. Evans, Wang Deren, Bai Zhongzhi
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The polarizability matrix of split-ring resonators

Moscow University Physics Bulletin, 2011
The resonance behavior of electric and magnetic dipole moment amplitudes that are induced in metallic nanoparticles by the scattering of incident light was obtained by numerical simulation. For a split-ring resonator a full set of polarizability matrix components, including magnetoelectric coupling parameters (bianisotropy), were calculated.
Y. E. Terekhov, A. V. Zhuravlev, G. V. Belokopytov   +2 more
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Extracellular matrix prevents split-skin grafting in selected cases

Journal of Wound Care, 2007
Definitive wound closure in large open wounds can be achieved by split-skin grafting. In our hospital large split-skin grafts are performed in the operating room. However, many patients in our wound clinic are at high risk of developing postoperative complications such as delirium, pneumonia, urinary tract infection and pressure ulceration.
M G, Barendse-Hofmann, L P, van Doorn, J, Oskam, P, Steenvoorde   +3 more
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A new Type of Matrix Splitting and its Applications

Acta Mathematica Hungarica, 2001
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Djordjević, D. S., Stanimirović, P. S.
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Fast information matrix process of SEIF based on tri-diagonal matrix splitting

2009 4th IEEE Conference on Industrial Electronics and Applications, 2009
There have been a number of variant Simultaneous Localization and Mapping (SLAM) algorithms which have made substantial progress towards large-area scalability by parameterizing the SLAM posterior within the information (canonical /inverse covariance) form.
null Shoudong Shi, null Demin Xu, null Youming Li   +2 more
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Algebraic techniques for diagonalization of a split quaternion matrix in split quaternionic mechanics

Journal of Mathematical Physics, 2015
In the study of the relation between complexified classical and non-Hermitian quantum mechanics, physicists found that there are links to quaternionic and split quaternionic mechanics, and this leads to the possibility of employing algebraic techniques of split quaternions to tackle some problems in complexified classical and quantum mechanics.
Tongsong Jiang, Ziwu Jiang, Zhaozhong Zhang   +2 more
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A Set of Split-Matrix Ordered Walsh Functions

Journal of Circuits, Systems and Computers, 1997
A new set of Walsh functions is defined in terms of the split-matrix ordering. The intrinsic properties of the functions are analyzed. The relationship and the associated conversion rules between the newly defined functions and other typical Walsh functions are discussed.
K. F. Wan, P. C. Ching, C. K. Li
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Multiway Splitting Method for Toeplitz Matrix Vector Product

IEEE Transactions on Computers, 2013
Computing the product of a Toeplitz matrix and a vector arises in various applications including cryptography. In this paper, we consider Toeplitz matrices and vectors with entries in $({\hbox{\rlap{I}\kern 2.0pt{\hbox{F}}}}_2)$. For improved efficiency in such computations, large Toeplitz matrices and vectors are recursively split and special formulas
Hasan, Anwar, Negre, Christophe
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On matrix splitting in edge notched unidirectional composites

Advanced Composite Materials, 1993
An analytical micromechanics model, using consistent shear lag theory is developed to study the splitting mechanism in the edge notched unidirectional composites. The derived expressions include the load carrying capacity of the matrix. The governing differential equations reduce to an eigenvalue problem and thus are solved numerically. The propagation
V.G. Mukunda, L.R. Dharani
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On the convergence of splittings for a z-matrix

Applied Mathematics-A Journal of Chinese Universities, 1997
The author analyses the semiconvergence and convergence of varied splittings and provides some useful theorems for solving consistent linear systems.
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