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Distributivity of implication operations over t-representable t-norms in interval-valued fuzzy set theory: The case of nilpotent t-norms.. Inf. Sci., (2014)On the Distributivity of Implication Operations over t-Representable t-Norms Generated from Strict t-Norms in Interval-Valued Fuzzy Sets Theory.. IPMU (1), том 80 из Communications in Computer and Information Science, стр. 637-646. Springer, (2010)The Equation I(S(x, y), z) = T(I(x, z), I(y, z)) for t-representable t-conorms and t-norms Generated from Continuous, Archimedean Operations.. WILF, том 8256 из Lecture Notes in Computer Science, стр. 131-138. Springer, (2013)The mechanical design and control system of 9 DOF robotic crane., и . Ann. UMCS Informatica, 9 (1): 179-189 (2009)On two distributivity equations for fuzzy implications and continuous, Archimedean t-norms and t-conorms.. Fuzzy Sets Syst., (2013)Special issue: Editorial Papers from 8th International Conference on Fuzzy Sets - Theory and Applications, FSTA 2006., , и . Kybernetika, 43 (2): 113-114 (2007)An effective similarity measurement under epistemic uncertainty., и . Fuzzy Sets Syst., (2022)On the Applications of Fuzzy Implication Functions.. SOFA, том 195 из Advances in Intelligent Systems and Computing, стр. 9-10. Springer, (2012)Different Forms of Generalized Hypothetical Syllogism with Regard to R-Implications., и . ICAISC (1), том 11508 из Lecture Notes in Computer Science, стр. 304-313. Springer, (2019)Selected Properties of Generalized Hypothetical Syllogism Including the Case of R-implications., и . IPMU (1), том 853 из Communications in Computer and Information Science, стр. 673-684. Springer, (2018)