Kybernetika - Article detailKybernetikaInternational journal published by Institute of Information Theory and AutomationLeft and right semi-uninorms on a complete latticeB. De BaetsCoimplicators, the forgotten connectives.Tatra Mountains Math. Publ. 12 (1997), 229-240.B. De BaetsIdempotent uninorms.European J. Oper. Res. 118 (1999), 631-642.B. De BaetsJ. FodorVan Melle's combining function in MYCIN is a representable uninorm: an alternative proof.Fuzzy Sets and Systems 104 (1999), 133-136.B. BassanF. SpizzichinoRelations among univariate aging, bivariate aging and dependence for exchangeable lifetimes.J. Multivariate Anal. 93 (2005), 313-339.G. BirkhoffLattice Theory.American Mathematical Society Colloquium Publishers, Providence 1967.S. BurrisH. P. SankappanavarA Course in Universal Algebra.Springer-Verlag, New York 1981.G. De CoomanE. E. KerreOrder norms on bounded partially ordered sets.J. Fuzzy Math. 2 (1994), 281-310.F. DuranteE. P. KlementR. Mesiar et al.Conjunctors and their residual implicators: characterizations and construct methods.Mediterranean J. Math. 4 (2007), 343-356.J. FodorR. R. YagerA. RybalovStructure of uninorms.Internat. J. Uncertainly, Fuzziness and Knowledge-Based Systems 5 (1997), 411-427.D. GabbayG. Metcalfefuzzy logics based on $[0,1)$-continuous uninorms.Arch. Math. Logic 46 (2007), 425-449.S. GottwaldA Treatise on Many-Valued Logics.Studies in Logic and Computation Vol. 9, Research Studies Press, Baldock 2001.S. JeneiA characterization theorem on the rotation construction for triangular norms.Fuzzy Sets and Systems 136 (2003), 283-289.S. JeneiHow to construct left-continuous triangular norms-state of the art.Fuzzy Sets and Systems 143 (2004), 27-45.S. JeneiF. MontagnaA general method for constructing left-continuous $t$-norms.Fuzzy Sets and Systems 136 (2003), 263-282.H. W. LiuSemi-uninorm and implications on a complete lattice.Fuzzy Sets and Systems 191 (2012), 72-82.Z. MaW. M. WuLogical operators on complete lattices.Inform. Sci. 55 (1991), 77-97.M. MasM. MonserratJ. TorrensOn left and right uninorms.Internat. J. Uncertainly, Fuzziness and Knowledge-Based Systems 9 (2001), 491-507.M. MasM. MonserratJ. TorrensOn left and right uninorms on a finite chain.Fuzzy Sets and Systems 146 (2004), 3-17.M. MasM. MonserratJ. TorrensTwo types of implications derived from uninorms.Fuzzy Sets and Systems 158 (2007), 2612-2626.D. RuizJ. TorrensResidual implications and co-implications from idempotent uninorms.Kybernetika 40 (2004), 21-38.F. Suárez GarcíaP. Gil ÁlvarezTwo families of fuzzy intergrals.Fuzzy Sets and Systems 18 (1986), 67-81.A. K. TsadirasK. G. Margaritisthe MYCIN certainty factor handling function as uninorm operator and its use as a threshold function in artificial neurons.Fuzzy Sets and Systems 93 (1998), 263-274.Z. D. WangY. D. YuPseudo-$t$-norms and implication operators on a complete Brouwerian lattice.Fuzzy Sets and Systems 132 (2002), 113-124.Z. D. WangGenerating pseudo-$t$-norms and implication operators.Fuzzy Sets and Systems 157 (2006), 398-410.Z. D. WangJ. X. FangResidual operators of left and right uninorms on a complete lattice.Fuzzy Sets and Systems 160 (2009), 22-31.Z. D. WangJ. X. FangResidual coimplicators of left and right uninorms on a complete lattice.Fuzzy Sets and Systems 160 (2009), 2086-2096.R. R. YagerUninorms in fuzzy system modeling.Fuzzy Sets and Systems 122 (2001), 167-175.R. R. YagerDefending against strategic manipulation in uninorm-based multi-agent decision making.European J. Oper. Res. 141 (2002), 217-232.R. R. YagerV. KreinovichUniversal approximation theorem for uninorm-based fuzzy systems modeling.Fuzzy Sets and Systems 140 (2003), 331-339.R. R. YagerA. RybalovUninorm aggregation operators.Fuzzy Sets and Systems 80 (1996), 111-120.