Result 1 to 12 of 12 total
A t-partial order obtained from t-norms. (English)
Kybernetika 47, No. 2, 300-314 (2011).
1
Infinitely $\vee$-distributive t-norms on complete lattices and pseudo-complements. (English)
Fuzzy Sets Syst. 160, No. 1, 32-43 (2009).
2
Infinitely OR -distributive t-norms on complete lattices and pseudo-complements (English)
Fuzzy Sets and Systems 160, No. 1, 32-43 (2009).
3
On the direct decomposability of strong negations and $S$-implication operators on product lattices. (English)
Inf. Sci. 176, No. 20, 3011-3025 (2006).
4
An answer to an open problem on triangular norms. (English)
Fuzzy Sets Syst. 155, No. 3, 459-463 (2005).
5
$\vee$-distributive and infinitely $\vee$-distributive t-norms on complete lattices. (English)
Fuzzy Sets Syst. 151, No. 2, 341-352 (2005).
6
An answer to an open problem on triangular norms (English)
Fuzzy Sets and Systems 155, No. 3, 459-463 (2005).
7
Distributive and infinitely-distributive t-norms on complete lattices (English)
Fuzzy Sets and Systems 151, No. 2, 341-352 (2005).
8
A note on pseudo-archimedean and non-cancellative t-norm (English)
EUSFLAT Conf., 856-859 (2005).
9
On the direct decomposability of fuzzy connectives, negations and implications based on T-norms and T-conorms on product lattices (English)
Fuzzy Days, 357-367 (2004).
10
The description of all $\vee$-distributive triangular norms of lengths 2 and 3. (English)
Reusch, Bernd (ed.), Computational intelligence. Theory and applications. International conference, 7th Fuzzy Days, Dortmund, Germany, October 1‒3, 2001. Proceedings. Berlin: Springer (ISBN 3-540-42732-5). Lect. Notes Comput. Sci. 2206, 829-833 (2001).
11
The description of all V-distributive triangular norms of lengths 2 and 3 (English)
Fuzzy Days, 829-833 (2001).
12
Result 1 to 12 of 12 total
Start
Contact
Print
General Help
