L’IoNS et le pôle COSY ont le plaisir de vous convier à la défense de thèse de Madame Daniela EBNER-KARESTINOS
"Intersegmental coordination in children with cerebral palsy"
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)
Thèse présentée en vue de l’obtention du grade de :
Docteure en sciences de la motricité
Promoteurs
Prof. Jean-Louis Thonnard, UCLouvain
Prof. Yannick Bleyenheuft, UCLouvain
Membres du jury
Prof. Bénédicte Schepens, Présidente, UCLouvain
Prof. Philippe Lefèvre, UClouvain
Prof. Andrew M. Gordon, Columbia University (EEUU)
Prof. Katrijn Klingels (KUL - Hasselt University)