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Preprint Number 1539
1539. Ziv Shami On the forking topology of a reduct of a simple theory E-mail: Submission date: 15 December 2018 Abstract: Let T be a simple theory and T^- is a reduct of T. For variables x,
we call an ∅-invariant set Γ(x) of C with the property
that for every formula φ^-(x,y) in L^-: for every a, φ^-(x,a)
L^- -forks over &empty: iff Γ(x) ∧ φ^-(x,a) L-forks over
∅, a Mathematics Subject Classification: 03C45 Keywords and phrases: |

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