Showing 201 - 220 of 3,077

201

An Approach to Overcome Division by Zero in the Interval Gauss Algorithm: An approach to overcome division by zero in the interval Gauss algorithm
Mayer, Jan
Reliable Computing. 8:229-237

ddc:510 totally non-negative int... interval Gauss algorithm Interval and finite arit... interval arithmetic 0101 mathematics
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202

Inversion of confluent Vandermonde matrices
Shui-Hung Hou ; Wan-Kai Pang
Computers & Mathematics with Applications. 43:1539-1547

recursive algorithm Computational Mathematic... Computational Theory and... Modelling and Simulation Vandermonde matrices 0101 mathematics
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203

an approach to overcome division by zero in the interval gauss algorithm: An approach to overcome division by zero in the interval Gauss algorithm
Mayer, Jan
Reliable Computing. 8(3):229-237

ddc:510 totally non-negative int... interval Gauss algorithm Interval and finite arit... interval arithmetic Direct numerical methods...
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204

Mixed Finite Element approximation of an MHD problem involving conducting and insulating regions: the 2D case: Mixed finite element approximation of an MHD problem involving conducting and insulating regions: the 2D case.
Jean-Luc Guermond ; Peter D. Minev
ESAIM: Mathematical Modelling and Numerical Analysis. 36:517-536

Numerical methods for ei... Laplace operator, Helmho... finite element method Spectral, collocation an... 0101 mathematics Direct numerical methods...
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205

Computing determinantal representation of generalized inverses
Milan B. Tasić ; Predrag S. Stanimirović
Journal of Applied Mathematics and Computing. 9:349-359

algorithm generalized inverses determinantal representa... sparse matrices MATHEMATICA Packaged methods for num...
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206

An application of the Gröbner basis in computation for the minimal polynomials and inverses of block circulant matrices
Shenggui Zhang ; Zhaolin Jiang ; Sanyang Liu
Linear Algebra and its Applications. 347:101-114

Numerical Analysis 0209 industrial biotechn... Algebra and Number Theor... Canonical forms, reducti... Matrices over special ri... Other matrix algorithms
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207

Efficient Interval Linear Equality Solving in Constraint Logic Programming: Efficient interval linear equality solving in constraint logic programming
Jimmy H. M. Lee ; Chong-Kan Chiu
Reliable Computing. 8:139-174

preconditioning interval Gauss-Seidel me... interval constrained ari... Numerical computation of... Interval and finite arit... 0202 electrical engineer...
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208

Sparse Linear Algebra and Geophysical Migration: A Review of Direct and Iterative Methods: Sparse linear algebra and geophysical migration: a review of direct and iterative methods
Yann-Hervé De Roeck
Numerical Algorithms. 29:283-322

Computational methods fo... Seismology (including ts... Ill-posedness and regula... Theory of matrix inversi... Inverse problems in geop... Direct numerical methods...
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209

efficient interval linear equality solving in constraint logic programming: Efficient interval linear equality solving in constraint logic programming
Jimmy H. M. Lee ; Chong-Kan Chiu
Reliable Computing. 8(2):139-174

preconditioning interval Gauss-Seidel me... interval constrained ari... Numerical computation of... Interval and finite arit... Direct numerical methods...
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210

sparse linear algebra and geophysical migration a review of direct and iterative methods: Sparse linear algebra and geophysical migration: a review of direct and iterative methods
Yann-Hervé De Roeck
Numerical Algorithms. 29(4):283-322

Computational methods fo... Seismology (including ts... Ill-posedness and regula... Theory of matrix inversi... Inverse problems in geop... Direct numerical methods...
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211

Bulk-Synchronous Parallel Gaussian Elimination: Bulk-synchronous parallel Gaussian elimination
Alexander Tiskin
Journal of Mathematical Sciences. 108:977-991

0202 electrical engineer... Gaussian elimination pivoting Parallel numerical compu... 0102 computer and inform... 02 engineering and techn...
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212

Inversion error, condition number, and approximate inverses of uncertain matrices
Laurent El Ghaoui
Linear Algebra and its Applications. :171-193

Numerical Analysis 0209 industrial biotechn... Algebra and Number Theor... Total least squares Numerical computation of... convex semidefinite prog...
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213

Fast direct solution methods for symmetric banded Toeplitz systems, based on the sine transform
Marc Van Barel ; Jef Hendrickx
Linear Algebra and its Applications. :211-232

numerical examples Numerical Analysis Algebra and Number Theor... Banded Toeplitz matrix direct solution Toeplitz matrix
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214

Spectral factorization of bi-infinite multi-index block Toeplitz matrices
VAN DER MEE, CORNELIS VICTOR MARIA ; RODRIGUEZ, GIUSEPPE ; AND SEATZU S.
Linear Algebra and its Applications. :355-380

Choleky factorization Numerical Analysis Algebra and Number Theor... multiindex matrices Multiindex matrices Direct numerical methods...
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215

Pivoting and backward stability of fast algorithms for solving Cauchy linear equations
Thomas Kailath ; Tibor Boros ; Vadim Olshevsky
Linear Algebra and its Applications. :63-99

numerical examples Numerical Analysis Pivoting Algebra and Number Theor... fast algorithms linear systems
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216

bulk synchronous parallel gaussian elimination: Bulk-synchronous parallel Gaussian elimination
Alexander Tiskin
Journal of Mathematical Sciences. 108(6):977-991

Gaussian elimination pivoting Parallel numerical compu... Direct numerical methods... parallel computation algorithms
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217

Some Features of Gaussian Elimination with Rook Pivoting: Some features of Gaussian elimination with rook pivoting
Xiao-Wen Chang
BIT Numerical Mathematics. 42:66-83

Roundoff error Numerical computation of... scaling linear systems Direct numerical methods... 01 natural sciences
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218

A modification of the Dewilde–van der Veen method for inversion of finite structured matrices: A modification of the Dewilde-van der Veen method for inversion of finite structured matrices
Israel Gohberg ; Yuli Eidelman
Linear Algebra and its Applications. :419-450

Numerical Analysis Algebra and Number Theor... Inversion algorithms Linear complexity algori... structured matrices Direct numerical methods...
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219

A Kronecker product variant of the FACR method for solving the generalized Poisson equation
Jef Hendrickx ; Marc Van Barel
Journal of Computational and Applied Mathematics. 140:369-380

Finite difference method... FACR algorithm Kronecker product Laplace operator, Helmho... finite difference
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220

Two Ways to Extend the Cholesky Decomposition to Block Matrices with Interval Entries: Two ways to extend the Cholesky decomposition to block matrices with interval entries
Schaefer, Uwe
Reliable Computing. 8:1-20

ddc:510 Interval and finite arit... block matrices interval Gaussian algori... interval arithmetic 0101 mathematics
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