María Esteban

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In the present paper, we propose Abstract Algebraic Logic (AAL) as a general logical framework for Judgment Aggregation. Our main contribution is a generalization of Herzberg's algebraic approach to characterization results on judgment aggregation and propositional-attitude aggregation, characterizing certain Arrovian classes of aggrega-tors as Boolean(More)
Distributive Hilbert Algebras with infimum, or DH ∧-algebras, are algebras with implication and conjunction that are not the residuum of each other. These algebras do not fall under the scope of the usual duality theory for lattices expansions, precisely because of the lack of residuation. We propose a new approach, that consists on regarding the meet as(More)
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