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Super convergence of the gradient of approximate solutions to second order elhptic équations is analysed and justified for a large ciass of curved isoparametric quadrilatéral éléments Résumé — On analyse et on justifie la super convergence du gradient des solutions approchées obtenues lors de la résolution d'équations elliptiques du second ordre à Vaide d'éléments isoparamétriques courbes de type quadrilatéral, de plusieurs types courants

Superconvergence of the gradient of finite element solutions