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Some remarks on the distributive equation of fuzzy implication and the contrapositive symmetry for continuous, Archimedean t-norms JOURNAL ARTICLE published February 2013 in International Journal of Approximate Reasoning |
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A Survey of the Distributivity of Implications over Continuous T-norms and the Simultaneous Satisfaction of the Contrapositive Symmetry BOOK CHAPTER published 2013 in Advances in Fuzzy Implication Functions |
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On two distributivity equations for fuzzy implications and continuous, Archimedean t-norms and t-conorms JOURNAL ARTICLE published January 2013 in Fuzzy Sets and Systems |
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CONTRAPOSITIVE SYMMETRY OF DISTRIBUTIVE FUZZY IMPLICATIONS JOURNAL ARTICLE published December 2002 in International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems |
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On distributivity equations of implications and contrapositive symmetry equations of implications JOURNAL ARTICLE published July 2014 in Fuzzy Sets and Systems |
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On the distributive equation of implication based on a continuous t-norm and a continuous Archimedean t-conorm PROCEEDINGS ARTICLE published October 2011 in 2011 4th International Conference on Biomedical Engineering and Informatics (BMEI) |
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Contrapositive symmetry of distributive fuzzy implications revisited PROCEEDINGS ARTICLE published August 2009 in 2009 IEEE International Conference on Fuzzy Systems |
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Distributivity of Implication Operations over T-Representable T-Norms Generated from Continuous and Archimedean T-Norms BOOK CHAPTER published 2012 in Communications in Computer and Information Science |
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Corrigendum to “Fuzzy implication functions based on powers of continuous t-norms” [Int. J. Approx. Reason. 83 (2017) 265–279] JOURNAL ARTICLE published January 2019 in International Journal of Approximate Reasoning Research funded by AEI/FEDER (TIN2016-75404-P) |
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The Equation $mathcal{I}(mathcal{S}(x,y),z) = mathcal{T}(mathcal{I}(x,z),mathcal{I}(y,z))$ for t-representable t-conorms and t-norms Generated from Continuous, Archimedean Operations BOOK CHAPTER published 2013 in Fuzzy Logic and Applications |
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On the Distributivity of Fuzzy Implications over Continuous Archimedean Triangular Norms BOOK CHAPTER published 2010 in Artificial Intelligence and Soft Computing |
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Distributive equation of implications based on continuous triangular norms PROCEEDINGS ARTICLE published 2011 in Proceedings of the 7th conference of the European Society for Fuzzy Logic and Technology (EUSFLAT-2011) |
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On the distributivity of fuzzy implications over continuous and Archimedean triangular conorms JOURNAL ARTICLE published May 2010 in Fuzzy Sets and Systems |
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Fuzzy Implications: Some Recently Solved Problems BOOK CHAPTER published 2013 in Advances in Fuzzy Implication Functions |
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R-implications and the exchange principle: The case of border continuous t-norms JOURNAL ARTICLE published August 2013 in Fuzzy Sets and Systems |
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The dominance relation in some families of continuous Archimedean t-norms and copulas JOURNAL ARTICLE published July 2009 in Fuzzy Sets and Systems |
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On Distributive Equations of Implications and Contrapositive Symmetry Equations of Implications Based on a Continuous t-Norm BOOK CHAPTER published 2011 in Lecture Notes in Computer Science |
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Distributive Equations of Implications Based on Continuous Triangular Norms (I) JOURNAL ARTICLE published February 2012 in IEEE Transactions on Fuzzy Systems |
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Interval valued fuzzy sets from continuous Archimedean triangular norms PROCEEDINGS ARTICLE published in Proceedings of 1994 IEEE 3rd International Fuzzy Systems Conference |
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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 JOURNAL ARTICLE published February 2014 in Information Sciences |