Registro:

Referencias:

• Belohlavek, R., Fuzzy closure operators (2001) Journal of Mathematical Analysis and Applications, 262, pp. 473-489
• Belohlavek, R., Fuzzy closure operators II: Induced relations, representation, and examples (2002) Soft Computing, 7, pp. 53-64
• Biacino, L., Gerla, G., Logics with approximate premise (1998) International Journal of Intelligent Systems, 13, pp. 1-10
• Biacino, L., Gerla, G., Ying, M., Approximate reasoning based on similarity (2000) Mathematical Logic Quarterly, 46 (1), pp. 77-86
• Boixader, D., Jacas, J., Extensionality based approximate reasoning (1998) International Journal of Approximate Reasoning, 19, pp. 221-230
• Castro, J.L., Trillas, E., Tarski's fuzzy consequences (1991) Proceedings of IFES'91, 1, pp. 70-81. , Yokohama, Japan
• Castro, J.L., Trillas, E., Cubillo, S., On consequence in approximate reasoning (1994) Journal of Applied Non-Classical Logics, 4 (1), pp. 91-103
• Chakraborty, M.K., Use of fuzzy set theory in introducing graded consequence in multiple valued logic (1988) Fuzzy Logic in Knowledge Systems, Decision and Control, pp. 247-257. , M.M. Gupta, & T. Yamakawa. Amsterdam: North Holland
• Chakraborty, M.K., Graded consequence: Further studies (1995) Journal of Applied Non-Classical Logics, 5 (2), pp. 227-237
• Cignoli, R., Esteva, F., Godo, L., Torrens, T., Basic Fuzzy Logic is the logic of continuous t -norms and their residua (2000) Soft Computing Journal, 4, pp. 106-112
• Dubois, D., Esteva, F., Garcia, P., Godo, L., Prade, H., A Logical approach to interpolation based on similarity relations (1997) International Journal of Approximate Reasoning, 17 (1), pp. 1-36
• Elorza, J., Burillo, P., On the relation of fuzzy preorders and fuzzy consequence operators (1999) International Journal of Uncertainty, Fuzziness and Knowledge-based Systems, 7 (3), pp. 219-234
• Esteva, F., Garcia, P., Godo, L., Relating and extending semantical approaches to possibilistic reasoning (1994) International Journal of Approximate Reasoning, 11, pp. 312-344
• Esteva, F., Godo, L., Hájek, P., Navara, M., Residuated fuzzy logics with an involutive negation (2000) Archive for Mathematical Logic, 39, pp. 103-124
• Esteva, F., Garcia, P., Godo, L., Rodríguez, R.O., Fuzzy approximation relations, modal structures and possibilistic logic (1998) Mathware and Soft Computing, 5 (2-3), pp. 151-166
• Gerla, G., An extension principle for fuzzy logic (1994) Mathematical Logic Quarterly, (40), pp. 357-380
• Gerla, G., Graded consequence relations and fuzzy closure operators (1996) Journal of Applied Non-Clasical Logics, 6 (4), pp. 369-379
• Gerla, G., Fuzzy logic: Mathematical tols for approximate reasoning (2001) Trends in Logic, 11. , Kluwer Academic Publishers
• Hájek, P., Mathematics of fuzzy logic (1998) Trends in Logic, 4. , Kluwer Academic Publishers
• Jacas, J., Recasens, J., Fixed points and generators of fuzzy relations (1994) Journal of Mathematical Analysis and Applications, 186, pp. 21-29
• Jacas, J., Recasens, J., Fuzzy T-transitive relations: Eigenvectors and generators (1995) Fuzzy Sets and Systems, 72, pp. 147-154
• Klawonn, F., Castro, J.L., Similarity in fuzzy reasoning (1994) Mathware and Soft Computing, 2, pp. 197-228
• Michálek, J., Fuzzy topologies (1975) Kibernetika, 2 (5), pp. 345-354
• Nilsson, N.J., Probabilistic logic (1974) Artificial Intelligence, 28, pp. 71-87
• Pavelka, J., On the fuzzy logic I: Many valued rules and inference (1979) Math. Logik Grundlag. Math., 25, pp. 45-52
• Polya, G., (1954) Patterns of Plausible Inference, , Princenton University Press
• Ward, M., The closure operators of a lattice (1942) Annals of Mathematics, 42, pp. 191-196
• Ying, M., A logic for approximate reasoning (1994) Journal of Symbolic Logic, 59 (3), pp. 830-837

Citas:

---------- APA ----------

---------- CHICAGO ----------

---------- MLA ----------

---------- VANCOUVER ----------