Treffer 221 - 240 von 2.480

221

Intervals of Inverse M-Matrices: Intervals of inverse \(M\)-matrices
Ronald L. Smith ; Charles R. Johnson
Reliable Computing. 8:239-243

Positive matrices and th... cones of matrices \(P\)-matrix \(M\)-matrix Interval and finite arit... totally positive matrix
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222

Perturbation theory for the generalized Bott–Duffin inverse and its applications: Perturbation theory for the generalized Bott-Duffin inverse and its applications
Guo-Ming Liu ; Guoliang Chen ; Yifeng Xue
Applied Mathematics and Computation. 129:145-155

Numerical solutions to o... linear constrained syste... Numerical computation of... error bound Theory of matrix inversi... 0101 mathematics
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223

Outer inverses of matrices
Donald W. Robinson
Linear Algebra and its Applications. 348:247-258

adjoint mapping Numerical Analysis Algebra and Number Theor... generalized inverses Matrices over special ri... regular matrix
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224

The Maximal and Minimal Ranks of Some Expressions of Generalized Inverses of Matrices: The maximal and minimal ranks of some expressions of generalized inverses of matrices
Yongge Tian
Southeast Asian Bulletin of Mathematics. 25:745-755

idempotent matrix Vector spaces, linear de... maximal and minimal rank... rank equality commutativity Theory of matrix inversi...
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225

On inversion of Toeplitz matrices
You-Wei Wen ; Michael K. Ng ; Karla Rost
Linear Algebra and its Applications. 348:145-151

Numerical Analysis Algebra and Number Theor... inverse Toeplitz matrices Discrete Mathematics and... Displacement structure
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226

The reverse order law for the Drazin inverses of multiple matrix products
Guorong Wang
Linear Algebra and its Applications. 348:265-272

Reverse order law Numerical Analysis Algebra and Number Theor... Matrix equations and ide... Moore–Penrose inverse reverse order law
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227

On g-inverses of a bordered matrix: revisited: On \(g\)-inverses of a bordered matrix: revisited
Wenbin Guo ; Musheng Wei
Linear Algebra and its Applications. 347:189-204

Numerical Analysis Algebra and Number Theor... QQ-SVD Matrix equations and ide... 01 natural sciences Bordered matrix
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228

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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229

EXCHANGE RINGS SATISFYING STABLE RANGE CONDITIONS: Exchange rings satisfying stable range conditions
Miaosen Chen ; Huanyin Chen
Bulletin of the Korean Mathematical Society. 39:317-326

Stable range conditions 0211 other engineering a... Structure and classifica... 02 engineering and techn... 01 natural sciences stable range conditions
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230

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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231

The solution of a problem on matrices having signed generalized inverses
Jia-Yu Shao ; Haiying Shan
Linear Algebra and its Applications. 345:43-70

block triangular matrix Numerical Analysis signed g-inverse Algebra and Number Theor... Matrix sign pattern
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232

ON A PARTITIONED INVERSION FORMULA HAVING USEFUL APPLICATIONS IN ECONOMETRICS: On a partitioned inversion formula having useful applications in econometrics.
Faliva, Mario ; Zoia, Maria
Econometric Theory. 18:525-530

Matrix equations and ide... jel:C13 partitioned inversion VAR econometrics jel:C32 02 engineering and techn...
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233

A Short Proof of Krattenthaler Formulas: A short proof of Krattenthaler formulas
Xin Rong Ma
Acta Mathematica Sinica, English Series. 18:289-292

Binomial coefficients factorials \(q\)-identities \(q\)-calculus and relat... Krattenthaler formula Lagrange interpolation
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234

Generalized totally nonnegative matrices
Thomas L. Markham ; Miroslav Fiedler
Linear Algebra and its Applications. 345:9-28

Numerical Analysis Algebra and Number Theor... Matrices over special ri... Bidiagonal matrix 01 natural sciences matrix inversion
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235

Error bounds for a general perturbation of the Drazin inverse
Koliha, Jerry J
Applied Mathematics and Computation. 126:181-185

norm perturbation bound Numerical solutions to o... 0103 Numerical and Compu... 4. Education eigenprojections
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236

To solve matrix equation ΣA i XB i =C by the Smith normal form: To solve matrix equation \(\sum A^iXB_i=C\) by the Smith normal form
Huang Liping
Applied Mathematics-A Journal of Chinese Universities. 17:109-118

matrix equation universal solvability 0209 industrial biotechn... Canonical forms, reducti... Matrix equations and ide... 0202 electrical engineer...
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237

Centro-symmetric and centro-skewsymmetric Toeplitz matrices and Bezoutians: Centro-symmetric and centro-skewsymmetric Toeplitz matrices and Bézoutians
Georg Heinig ; Karla Rost
Linear Algebra and its Applications. :195-209

Numerical Analysis Algebra and Number Theor... Matrix inversion symmetric and skewsymmet... Toeplitz matrix 01 natural sciences
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238

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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239

Reverse order laws for least squares g-inverses and minimum norm g-inverses of products of two matrices: Reverse order laws for least squares \(g\)-inverses and minimum norm \(g\)-inverses of products of two matrices
Musheng Wei ; Wenbin Guo
Linear Algebra and its Applications. 342:117-132

Reverse order law Numerical Analysis Algebra and Number Theor... generalized inverses Least squares g-inverse Matrix equations and ide...
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240

How to Express a Parallel Sum of k Matrices: How to express a parallel sum of \(k\) matrices
Yongge Tian
Journal of Mathematical Analysis and Applications. 266:333-341

Positive matrices and th... cones of matrices shorted matrix Vector spaces, linear de... rank Operator means involving...
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