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Generalization of QL-operators based on general overlap and general grouping functions.

, , , , , , и . FUZZ-IEEE, стр. 1-8. IEEE, (2022)

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Generalization of QL-operators based on general overlap and general grouping functions., , , , , , и . FUZZ-IEEE, стр. 1-8. IEEE, (2022)Crisp Fuzzy Implications., , , и . NAFIPS, том 831 из Communications in Computer and Information Science, стр. 348-360. Springer, (2018)On Construction Methods of (Interval-Valued) General Grouping Functions., , , , , , , , и . IPMU (1), том 1601 из Communications in Computer and Information Science, стр. 359-371. Springer, (2022)The Category of Semi-BCI Algebras., , и . NAFIPS, том 831 из Communications in Computer and Information Science, стр. 314-323. Springer, (2018)Developing Constrained Interval Operators for Fuzzy Logic with Interval Values., , , и . Axioms, 12 (12): 1115 (декабря 2023)On k-Lipschitzian (T, N)-Implications., , , и . FUZZ-IEEE, стр. 1-6. IEEE, (2020)An Initial Study on Typical Hesitant (T, N)-Implication Functions., , , , и . IPMU (2), том 1238 из Communications in Computer and Information Science, стр. 747-760. Springer, (2020)(T, N)-Implications and Some Functional Equations., , , , и . NAFIPS, том 831 из Communications in Computer and Information Science, стр. 302-313. Springer, (2018)(T, N)-implications., , , и . FUZZ-IEEE, стр. 1-6. IEEE, (2017)Constructing Interval-Valued Fuzzy Material Implication Functions derived from General Interval-Valued Grouping Functions., , , , , , и . FUZZ-IEEE, стр. 1-8. IEEE, (2022)