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Acta Nova
On-line version ISSN 1683-0789
Abstract
PINO ORTIZ, Oscar R. and MORALES SALOMON, Zonia K.. A Sheffer operator in IGR3-Logic. RevActaNova. [online]. 2015, vol.7, n.1, pp.61-77. ISSN 1683-0789.
Defined a functor from a p-multivalued logic (p prime) and the polynomial ring Zp[x,y], it is demonstrated by algebraic arguments the existence of a Sheffer operator in the 3-valued logic IGR3: [x; y] = 1 + 2(x2y + xy2).
Keywords : Logic; Multivalued; Sheffer; IGR.