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)
Sédimentologie, océanographie, climatologie
Géochimie, minéralogie
Géographie physique, géomorphologie
Géophysique, géologie structurale
Géologie appliquée
Géologie régionale
Magmatisme, métamorphisme
Sciences de l'Univers
Stratigraphie, histoire de la Terre
Paléontologie, évolution