An interpretation on Sheffer stroke reduction of some algebraic structures
Conference paper > Full Text
Authors: İbrahim ŞENTÜRK, Tahsin ÖNER
AIP Conference Proceedings, , , International, Full Text, Scopus, vol 2183, pp 130004-130004
DOI: 10.1063/1.5136229
Summary
In this paper, we obtain Sheffer stroke reduction for some algebraic structures such as BCK-algebras, MV-algebras, Wajsberg algebras and etc. by means of representing all operators in these structures with only Sheffer stroke basic algebras. We also examine some equalities and inequalities which are used in these constructions. In addition, we examine whether there is a transition from one of these structures to another by the help of this reduction.