Jan 1, 2007 · This paper deals with implications defined from uninorms U by residuation through the expression I ( x , y ) = sup { z ∈ [ 0 , 1 ] ∣ U ( x ...
The main goal is to solve the functional equation derived from the distributivity condition of these implications over conjunctive and disjunctive uninorms.
Distributivity of residual implications over conjunctive and disjunctive uninorms.
In this paper it is in- vestigated when fuzzy implication functions derived from uninorms via residuation, usually called RU- implications, satisfy the modus ...
This work deals with two kinds of implications derived from uninorms continuous in ]0,1[2]0,1[2: S-implications and R-implications.
Abstract— In this paper, a set of axioms is given that character- izes those functions I : [0, 1]2 → [0, 1] for which a left-continuous uninorm U exists in ...
Jan 21, 2004 · This paper is devoted to the study of implication (and co-implication) functions defined from idempotent uninorms.
top This paper is devoted to the study of implication (and co-implication) functions defined from idempotent uninorms. The expression of these implications, a ...
A Note on the Distributivity of Fuzzy Implications over Representable ...
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... Distributivity of residual implications over conjunctive and disjunctive uninorms. Fuzzy Sets and Systems 158, 23–37 (2007). Article MathSciNet MATH Google ...
This work deals with two kinds of implications derived from uninorms continuous in ]0,1[^2: S-implications and R-implications. In both cases, the general ...