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The paper deals with functional properties of three-valued logics. We consider the family of regular three-valued Kleene's logics (strong, weak, intermediate) and it's extensions by adding an implicative connectives ("natural" implications). The main result of our paper is the lattice that describes the relations between implicative extensions of regular logics.dblp:journals/rml/Tomova12 fatcat:xzfro2wo4rerflv43xmriyajlm