Works by Cimadamore, C. (exact spelling)

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  1.  15
    Monadic MV-algebras are Equivalent to Monadic ℓ-groups with Strong Unit.C. Cimadamore & J. P. Díaz Varela - 2011 - Studia Logica 98 (1-2):175-201.
    In this paper we extend Mundici’s functor Γ to the category of monadic MV-algebras. More precisely, we define monadic ℓ -groups and we establish a natural equivalence between the category of monadic MV-algebras and the category of monadic ℓ -groups with strong unit. Some applications are given thereof.
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  2.  16
    Monadic MV-algebras are Equivalent to Monadic ℓ-groups with Strong Unit.C. Cimadamore & J. Díaz Varela - 2011 - Studia Logica 98 (1-2):175-201.
    In this paper we extend Mundici’s functor Γ to the category of monadic MV-algebras. More precisely, we define monadic ℓ-groups and we establish a natural equivalence between the category of monadic MV-algebras and the category of monadic ℓ-groups with strong unit. Some applications are given thereof.
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  3.  16
    Monadic MV-algebras are Equivalent to Monadic?-groups with Strong Unit.C. Cimadamore & J. P. D.?az Varela - 2011 - Studia Logica 98 (1-2):175-201.
    In this paper we extend Mundici's functor? to the category of monadic MV- algebras. More precisely, we define monadic?- groups and we establish a natural equivalence between the category of monadic MV- algebras and the category of monadic?- groups with strong unit. Some applications are given thereof.
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