LUO Min-xia, WANG Ya-ping. Robustness of the Reverse Triple I Algorithms Based on Schweizer-Sklar T-norms[J]. Acta Electronica Sinica, 2016, 44(4): 959-966.
DOI:
LUO Min-xia, WANG Ya-ping. Robustness of the Reverse Triple I Algorithms Based on Schweizer-Sklar T-norms[J]. Acta Electronica Sinica, 2016, 44(4): 959-966. DOI: 10.3969/j.issn.0372-2112.2016.04.029.
Robustness of the Reverse Triple I Algorithms Based on Schweizer-Sklar T-norms
Since the family of Schweizer-Sklar t-norm is flexible
they have good characteristics for fuzzy reasoning based on these flexible operators.In this paper
the properties of the Schweizer-Sklar operators family and the robustness of fuzzy reasoning algorithms are studied.The family of Schweizer-Sklar t-norms are decreasing for the variable
m
.The family of Schweizer-Sklar t-conorms are increasing for the variable
m
.These perturbations of Schweizer-Sklar t-conorms
Schweizer-Sklar t-norms and its residual implications are given.We proved that Schweizer-Sklar residu
al implication operators (include Lukasiewizc implication operator) are more suitable in fuzzy reasoning for
m
(0
).Moreover
we showed that the FMP reverse triple I algorithms based on the Schweizer-Sklar residual implications are robust for
m
(0
)
and the FMT reverse triple I algorithms based on the Schweizer-Sklar residual implications are robust for
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