Donchev T.Kolev D.Lazi A.Nosheen A.Rafaqat M.Zeinev A.2024-07-102024-07-102024-07-102024-07-102015-01-011314-33951311-808010.12732/ijpam.v98i1.11SCOPUS_ID:84920765645https://rlib.uctm.edu/handle/123456789/326In this paper we prove that almost all, in Baire sense, differential equations with Scorza Dragoni right-hand side, defined on closed convex cone of a Banach space, have unique solution. This solution depends continuously on the right-hand side and on the initial condition. The results are applied to fuzzy differential equations and to differential inclusions.enArticle