Considering the definition of LR fuzzy number in
LR, it is obvious that (n, α, β)RL will be a RL fuzzy number.
RL introduce a total form for RL fuzzy number to computer.
The core of RL fuzzy number
The left spread of RL fuzzy number
The right spread of RL fuzzy number
This function help to users to define any RL fuzzy number after introducing the left shape and the right shape functions L and R. This function consider RL fuzzy number RL(m, m_l, m_r) as a vector with 4 elements. The first three elements are m, m_l and m_r respectively; and the fourth element is considerd equal to 1 for distinguish RL fuzzy number from LR and L fuzzy numbers.
Dubois, D., Prade, H., Fuzzy Sets and Systems: Theory and Applications. Academic Press (1980).
Taheri, S.M, Mashinchi, M., Introduction to Fuzzy Probability and Statistics. Shahid Bahonar University of Kerman Publications, In Persian (2009).
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