Bitopological duality for algebras of Fitting’s logic and natural duality extension
In this paper, we investigate a bitopological duality for algebras of Fitting’s multi-valued logic. We also extend the natural duality theory for ISPI(L) by developing a duality for ISP(L) , where L is a finite algebra in which underlying lattice is bounded distributive.
Das, Litan Kumar and Ray, Kumar Sankar, "Bitopological duality for algebras of Fitting’s logic and natural duality extension" (2021). Journal Articles. 1792.
Open Access, Green