Quaternionic fuzzy sets are generalizations of ordinary FSs and CFSs. If two quaternionic phase terms ψ A ( x ) and ω A ( x ) are zero, then A is a CFS. If all ...
May 5, 2023 · QFSs are a generalization of traditional fuzzy sets and complex fuzzy sets based on quaternions. The novelty of QFSs is that the range of the ...
QFSs are a generalization of traditional fuzzy sets and complex fuzzy sets based on quaternions. The novelty of QFSs is that the range of the membership ...
May 18, 2023 · QFSs are a generalization of traditional fuzzy sets and complex fuzzy sets based on quaternions. The novelty of. QFSs is that the range of the ...
Mar 1, 2023 · A major advantage of QPFS over PFS is that its description space of fuzzy information stretches from the real plane to the hypercomplex plane.
In this paper, we generalize and expand the utility of complex intuitionistic fuzzy sets using the space of quaternion numbers. The proposed representation can ...
In this paper, an attitude estimation method to solve Wahba's problem is presented, by combining quaternion representation and fuzzy logic concepts. The use of ...
A novel concept of quaternionic fuzzy sets (QFSs) is presented in this paper. QFSs are a generalization of traditional fuzzy sets and complex fuzzy sets ...
2017. In this paper, firstly we discuss basic arithmetic operations with fuzzy quaternion numbers. Then, we introduce a noncommutative field, formed with 2 ...
We first propose definitions of quaternion fuzzy sets and discuss entailed results which parallel those of regular fuzzy numbers. Two existence results, ...