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1
Sur un problème inverse de type Cauchy en théorie des plaques minces élastiques
Azariel Paul Eyimi Mintoo Ebang
γd
trace
solution
cauchy
données
respectivement
traces
dérivée
reconstruction
normale
2ζ
analytique
l’espace
d’ordre
inverse
reconstruite
régularisation
curviligne
donnée
abscisse
figure
κd
reconstructions
convergence
frontière
norme
l’équation
ψd
ϕd
valeurs
erreur
reconstitution
numériques
solutions
γi
compatibles
laplace
factorisé
l’erreur
biharmonique
associé
dσ
l’algorithme
discret
fonctions
kγ
ωn
ϑd
erreurs
théorème
Language:
french
File:
PDF, 1.42 MB
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