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We introduce the concept of fuzzy sheaf as a natural generalisation of asheaf over a topological space in the context of fuzzy topologies. Then weprove a representation for a class of MV-algebras in which the representingobject is an MV-sheaf of lattice-ordered Abelian groups, namely, a fuzzy sheafin which the base (fuzzy) topological space is an MV-topological space and thestalks are Abelian $\ell$-groups.

MV-Algebras as Sheaves of l-groups on Fuzzy Topological Spaces