Affiliation:
1. Laboratoire de Calcul Numérique, Faculté des Sciences de Besançon, Besançon, France
Abstract
Some new theorems generalizing a result of Oettli and Prager are applied to the a posteriori analysis of the
compatibility
of a computed solution to the uncertain data of a linear system (or of a polynomial equation).
Publisher
Association for Computing Machinery (ACM)
Subject
Artificial Intelligence,Hardware and Architecture,Information Systems,Control and Systems Engineering,Software
Reference4 articles.
1. Compatibility of approximate solution of linear equation with given error bounds for coefficients and right-hand sides;OETTLI W.;Numer. Math.,1964
2. Normes vectorielles de vecteurs et de matrices. Rev. Franc. de Traitement d l'Inform;ROBERT F;ChIffes,1964
3. VINH NGUYEN HUU. Semi-norme duale gEnEralisee et approximation d'un vecteur. Comp Rend. Aead. Sei. {A and B} 262 (June 27 1966) 1456-1459. VINH NGUYEN HUU. Semi-norme duale gEnEralisee et approximation d'un vecteur. Comp Rend. Aead. Sei. {A and B} 262 (June 27 1966) 1456-1459.
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