Lattice Ordered Monoids and Left Continuous Uninorms and t-norms,
| Cím | Lattice Ordered Monoids and Left Continuous Uninorms and t-norms, | 
| Közlemény típusa | Book Chapter | 
| Kiadás éve | 2007 | 
| Oldalszám | 565-572 | 
| Könyvcím | Theoretical Advances and Applications of Fuzzy Logic and Soft Computing | 
| Sorozatcím | Advances in Soft Computing | 
| Évfolyam | 42 | 
| Kiadás dátuma | 10/2007 | 
| Kiadó | Springer | 
| Város | Berlin / Heidelberg | 
| Kiadás nyelve | english | 
| Kulcsszavak | lattices, residuum, uninorms | 
| Összefoglalás | The proposition about generalization of the existence of the residuum for left continuous uninorm U on a commutative, residuated l-monoid, with a neutral element is proved. The question raised previously was whether there are general operation groups which satisfy the residuum-based approximate reasoning, but at the same time are easily comprehensible and acceptable to application-oriented experts. The basic backgrounds of this research are the distance-based operators. | 
| Webcím | http://www.springerlink.com/content/a14356470861w373/ | 
| DOI | 10.1007/978-3-540-72434-6_57 | 
| ISBN-szám | 978-3-540-72433-9 | 
