Jung, AchimRivieccio, Umberto2024-05-212024-05-2120120039-3215 - eISSN 1572-8730https://doi.org/10.1007/s11225-012-9376-0https://hdl.handle.net/20.500.14468/19444We develop a Priestley-style duality theory for different classes of algebras having a bilattice reduct. A similar investigation has already been realized by B. Mobasher, D. Pigozzi, G. Slutzki and G. Voutsadakis, but only from an abstract category-theoretic point of view. In the present work we are instead interested in a concrete study of the topological spaces that correspond to bilattices and some related algebras that are obtained through expansions of the algebraic language.eninfo:eu-repo/semantics/openAccessjournal articlebilatticesPriestley duality theorybilattices with conflationbilattices with implicationBrouwerian bilattices