KERMIT -- Research Unit Knowledge-based Systems

Authors

All
B. De Baets (672)
M. Stock (52)
B. Wolnik (23)
A.J. Daly (17)
L. Zedam (16)
M. Van Haeverbeke (8)
L. Kuuliala (5)
M. Dembowski (4)
M. Rollier (3)
M. Vispoel (3)
S. Taelman (3)
D. Van Hauwermeiren (2)
M.L. Steyn (1)
A. Deloose (1)
W. Baldoquin Rodriguez (1)
N. Ipek (1)
D. Mu (1)

Year

All
2024 (4)
2023 (1)
2021 (2)
2020 (1)
2019 (2)
2018 (2)
2017 (1)
2016 (3)

(16) A dissection of the monotonicity property of binary operations from a dominance point of view
Y. Wang, L. Zedam, B. Q. Hu and B. De Baets
(2024) INTERNATIONAL JOURNAL OF APPROXIMATE REASONING. 175, 109304.

(15) Weaker forms of increasingness of binary operations and their role in the characterization of meet and join operations
L. Zedam and B. De Baets
(2024) FUZZY SETS AND SYSTEMS. 497, 109116.

(14) Traces of ternary relations based on Bandler-Kohout compositions
L. Zedam, H. Boughambouz and B. De Baets
(2024) MATHEMATICS. 12, 952.

(13) A holistic approach to the composition of ternary relations
H. Boughambouz, L. Zedam and B. De Baets
(2024) COMPUTATIONAL AND APPLIED MATHEMATICS. 43, 94.

(12) Triangular norms on bounded trellises
L. Zedam and B. De Baets
(2023) FUZZY SETS AND SYSTEMS. 462, 108468.

(11) Compositions of ternary relations
N. Bakri, L. Zedam and B. De Baets
(2021) KYBERNETIKA. 57, 404-425.

(10) Transitive closures of ternary fuzzy relations
L. Zedam and B. De Baets
(2021) INTERNAT. J. OF COMPUTATIONAL INTELLIGENCE SYSTEMS. 14, 1784-1795.

(9) Closures and openings of ternary relations
L. Zedam, N. Bakri and B. De Baets
(2020) INTERNAT. J. GENERAL SYSTEMS. 49, 760-784.

(8) On the compatibility of a ternary relation with a binary fuzzy relation
O. Barkat, L. Zedam and B. De Baets
(2019) INTERNAT. J. UNCERTAINTY, FUZZINESS AND KNOWLEDGE-BASED SYSTEMS. 27, 595-612.

(7) Left- and right-compatibility of order relations and fuzzy tolerance relations
L. Zedam, H. Bouremel and B. De Baets
(2019) FUZZY SETS AND SYSTEMS. 360, 65-81.

(6) Traces of ternary relations
L. Zedam, O. Barkat and B. De Baets
(2018) INTERNAT. J. OF GENERAL SYSTEMS. 47, 350-373.

(5) Clonal sets of a binary relation
L. Zedam, R. Pérez-Fernández, H. Bouremel and B. De Baets
(2018) INTERNAT. J. OF GENERAL SYSTEMS. 47, 329-349.

(4) The clone relation of a binary relation
H. Bouremel, R. Pérez-Fernández, L. Zedam and B. De Baets
(2017) INFORMATION SCIENCES. 382–383, 308-325.

(3) On the compatibility of a crisp relation with a fuzzy equivalence relation
B. De Baets, H. Bouremel and L. Zedam
(2016) IRANIAN JOURNAL OF FUZZY SYSTEMS. 13, 15-31.

(2) A clone-based representation of the fuzzy tolerance or equivalence relations a strict order relation is compatible with
B. De Baets, L. Zedam and A. Kheniche
(2016) FUZZY SETS AND SYSTEMS. 296, 35-50.

(1) Compatibility of fuzzy relations
A. Kheniche, B. De Baets and L. Zedam
(2016) INTERNATIONAL JOURNAL OF INTELLIGENT SYSTEMS. 31, 240-256.

Journal Papers (ISI)

Authors

Year