• Suche: "interval Gaussian algorithm"

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1

On regular and singular interval systems
MAYER, Gunter
Scientific Computing, Computer arithmetic, and Validated Numerics (SCAN 2004)Journal of computational and applied mathematics. 199(2):220-228

Computer science Informatique Mathematics Mathématiques Sciences exactes et tech... Exact sciences and techn... …
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2

Direct methods for linear systems with inexact input data
Mayer, Günter
Japan J. Indust. Appl. Math. 26, no. 2 (2009), 279-296

interval Trench algorith... interval Bareiss algorit... interval hull interval Cholesky method interval Gaussian algori... interval linear system …
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3

NEW CRITERIA FOR THE FEASIBILITY OF THE CHOLESKY METHOD WITH INTERVAL DATA
ALEFELD, G ; MAYER, G
SIAM journal on matrix analysis and applications. 30(4):1392-1405

Computer science Informatique Mathematics Mathématiques Sciences exactes et tech... Exact sciences and techn... …
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4

On regular and singular interval systems
Günter Mayer
Journal of Computational and Applied Mathematics. 199:220-228

Total step method Computational Mathematic... Solution set Interval linear system Interval Cholesky method Applied Mathematics …
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5

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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6

On the Applicability of the Interval Gaussian Algorithm: On the applicability of the interval Gaussian algorithm
Jiri Rohn ; Günter Mayer
Reliable Computing. 4:205-222

Interval and finite arit... system of linear interva... interval Gaussian algori... 0101 mathematics Direct numerical methods... 01 natural sciences …
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7

Comparison Theorems for Iterative Methods Based on Strong Splittings
Mayer, Gunter
SIAM Journal on Numerical Analysis, 1987 Feb 01. 24(1), 215-227.

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8

Linear systems with Ω-diagonally dominant matrices and related ones: Linear systems with \(\Omega\)-diagonally dominant matrices and related ones
Günter Mayer ; A. Frommer
Linear Algebra and its Applications. 186:165-181

Numerical Analysis Algebra and Number Theor... irreducibly diagonally d... strictly diagonally domi... Interval and finite arit... interval matrix …
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9

A necessary and sufficient criterion to guarantee feasibility of the interval Gaussian algorithm for a class of matrices
Lars Pieper ; Günter Mayer
Applications of Mathematics. 38:205-220

Interval and finite arit... interval Gaussian algori... 0101 mathematics Direct numerical methods... interval analysis linear equations …
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11

Comparison Theorems for Iterative Methods Based on Strong Splittings: Comparison theorems for iterative methods based on strong splittings
Günter Mayer
SIAM Journal on Numerical Analysis. 24:215-227

Iterative numerical meth... asymptotic convergence f... interval vector Interval and finite arit... interval matrix interval Gaussian algori... …
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12

Ein hinreichendes Kriterium für die Durchführbarkeit des Intervall‐Gauss‐Algorithmus bei Intervall‐Hessenberg‐Matrizen ohne Pivotsuche: Ein hinreichendes Kriterium für die Durchführbarkeit des Intervall- Gauss-Algorithmus bei Intervall-Hessenberg-Matrizen ohne Pivotsuche
Karl Reichmann
ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik. 59:373-379

interval-Hessenberg matr... interval-Gaussian algori... Interval and finite arit... 0202 electrical engineer... 02 engineering and techn... 0101 mathematics …
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13

A necessary and sufficient criterion to guarantee feasibility of the interval Gaussian algorithm for a class of matrices
Mayer, Günter ; Pieper, Lars

keyword:linear interval... keyword:Gaussian algorit... keyword:interval Gaussia... keyword:linear systems o... keyword:criteria of feas... keyword:interval analysi... …
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14

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