Bourses Doctorales CNRS-L/ULCO 2022-2023
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)
Dans le cadre de l’accord entre le Conseil National de la Recherche Scientifique de la République Libanaise (CNRS-L) et l’Université Littoral Côte d’Opale (ULCO) pour le co-financement des thèses de doctorat dans des thématiques d’intérêt commun, quatre bourses doctorales pour l’année 2022-2023 sont mises en place. Ces thèses sont proposées conjointement par un laboratoire de recherche de l’ULCO et un laboratoire de recherche libanais (voir ci-dessous : thèses proposées pour 2022-2023). Le candidat retenu sera amené à préparer la thèse de doctorat entre les deux laboratoires partenaires.
Les dossiers seront déposés auprès du CNRS-L et la sélection finale des lauréats auditionnés se fera par un comité mixte des deux institutions en octobre 2022 dans les locaux du CNRS-L.
Conditions d’éligibilité :
Ces bourses sont exclusivement destinées à des étudiants libanais titulaires (ou en cours de préparation) d’un diplôme de Master (ou équivalent) reconnu comme tel par les deux institutions (CNRS-L et ULCO). Considéré éligible tout candidat ayant la nationalité libanaise depuis plus de 10 ans, âgé de moins de 30 ans, et ayant 14/20 (système français) ou 85/100 (système anglo-saxon) comme moyenne générale en deuxième cycle universitaire (M1+M2 ou équivalent).
Pièces Constitutives du dossier de candidature:
1. Dossier de candidature dûment rempli et signé (Télécharger le dossier)
2. Extrait d’état civil (إخراج قيد فردي)
3. Photo d’identité (صورة شمسية)
4. CV + copie du Baccalauréat + copie des diplômes universitaires obtenus + relevé des notes
5. Documents Scientifiques (publications etc.)
6. Deux lettres de recommandation
Dépôt des dossiers, jusqu’au 15 septembre 2022 par courrier électronique à l’adresse [email protected]
Thèses proposées pour 2022-2023 :
1- Analyse d’images satellitaires urbaines ou agricoles par apprentissage profond basé sur la factorisation matricielle multi-objective évolutionnaire.
2- Modèle hybride spectral markovien par apprentissage semi-contraint et multi-échelle.
3- Apprentissage automatique profond par factorisation matricielle multi-objective évolutionnaire. Applications en imagerie satellitaire urbaine
4- Etude de la chélation de radionucléides dans les milieux aquatiques à l’aide de matrices supramoléculaires de type Calix[4]pyrrole fonctionnalisé.