Generalized Correspondence Analysis for Three-Valued Logics


Generalized Correspondence Analysis for Three-Valued Logics is a scholarly work, published in 2018 in ''Logica Universalis''. The main subjects of the publication include unary operation, algebra over a field, paraconsistent logic, natural number, logic programming, discrete mathematics, combinatorics, mathematics, rough set, logical negation, and fuzzy logic. The authors generalize these results for the negative fragments of LP and $$ \mathbf K_3 $$ , respectively.
DOI 10.1007/S11787-018-0212-9