Stone style duality for distributive nearlattices

Author:

Celani Sergio,Calomino Ismael

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference15 articles.

1. Abbott J.C.: Semi-boolean algebra. Mat. Vestnik 19, 177–198 (1967)

2. Araújo R., Kinyon M.: Independent axiom systems for nearlattices. Czech. Math. J. 61, 975–992 (2011)

3. Balbes, R., Dwinger, P.H.: Distributive Lattices. University of Missouri Press (1974)

4. Bezhanishvili G., Jansana R.: Priestley style duality for distributive meet-semilattices. Studia Logica 98, 83–122 (2011)

5. Celani S.A.: Topological representation of distributive semilattices. Scientiae Math. Japonicae 8, 41–51 (2003)

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