KLEMENT, ERICH PETER; MESIAR, RADKO; PAP, ENDRE - In: New Mathematics and Natural Computation (NMNC) 01 (2005) 02, pp. 195-211
Different types of continuity of triangular norms are investigated. The types which are stronger than the usual continuity are analytical properties and, therefore, there are representations of the corresponding triangular norms. This is not the case for the weaker types of continuity (which are...