Computing methods in applied sciences and engineering : Second International Symposium, December 15-19, 1975
著者
書誌事項
Computing methods in applied sciences and engineering : Second International Symposium, December 15-19, 1975
(Lecture notes in economics and mathematical systems, 134)
Springer-Verlag, 1976
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注記
English or French
Includes bibliographies
内容説明・目次
内容説明
IRIA LABORIA, Institut de Recherche d'Informatique et d'Automatique
目次
Table des Matieres / Table of Contents.- Algebre Numerique Numerical Algebra.- Sparse Matrix Aspects of the Finite Element Method.- Some Hypermatrix Algorithms in Linear Algebra.- Iterative Methods for Solution of Non-Compatible Systems of Linear Equations.- A Generalized Conjugate Gradient Method for Nonsymmetric Systems of Linear Equations.- Spline - Approximation in the Eucledian Space.- Elements Finis Finite Elements.- Hybrid and Mixed Methods for Plate Bending Problems.- Sur l'ellipticite du modele lineaire de coques de W. T. Koiter.- Homogenization Approach in Engineering.- Finite Element Approximations for Solving the Elastic Problem.- Problemes Dynamiques Dynamical Problems.- On the Finite Element Approximation for Parabolic Equations: An Operator Theoretical Approach.- A Variational Method for Increasing the Accuracy of the Difference Scheme.- Sur les methodes de Runge Kutta pour l'approximation des problemes d'evolution.- Approximation de problemes de transport en neutronique.- Problemes D'Identification et Problemes Inverses Identification and Inverse Problems.- Une methode numerique pour la recherche d'un domaine optimal.- Optimisation de la Loi d'epaisseur pour une coque mince de revolution.- Calcul d'ecoulements transoniques par des methodes d'elements finis et de controle optimal.- Un probleme de surrefroidissement par T. yogi.- Numerical Analysis of Some Problems of Earth Science -.- A Galerkin Method for Liquid Pipelines.- Methodes Integrales Integral Methods.- Methode d'equations integrales en elasticite.- Methode d'equations integrales en mecanique des fluides.- Curved Finite Element Methods for the Solution of Integral Singular Equations on Surfaces in R3.
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