Imran C.T. and Syibrah M.N. and Mohd Lazim A. A New Condition for Conflicting Bifuzzy Sets Based On Intuitionistic Evaluation
389 - 393
2008
2
7
International Journal of Mathematical, Computational, Physical, Electrical and Computer Engineering http://waset.org/publications/8086
http://waset.org/publications/19
World Academy of Science, Engineering and Technology
Fuzzy sets theory affirmed that the linguistic value for
every contraries relation is complementary. It was stressed in the
intuitionistic fuzzy sets (IFS) that the conditions for contraries
relations, which are the fuzzy values, cannot be greater than one.
However, complementary in two contradict phenomena are not
always true. This paper proposes a new idea condition for conflicting
bifuzzy sets by relaxing the condition of intuitionistic fuzzy sets.
Here, we will critically forward examples using triangular fuzzy
number in formulating a new condition for conflicting bifuzzy sets
(CBFS). Evaluation of positive and negative in conflicting
phenomena were calculated concurrently by relaxing the condition in
IFS. The hypothetical illustration showed the applicability of the new
condition in CBFS for solving noncomplement contraries
intuitionistic evaluation. This approach can be applied to any
decision making where conflicting is very much exist.
International Science Index 19, 2008