Coreflective hull of finite strong L-topological spaces☆
References (14)
- et al.
Concerning the constants in fuzzy topology
Journal of Mathematical Analysis and Applications
(1988) An enriched category approach to many valued topology
Fuzzy Sets and Systems
(2007)- et al.
Abstract and Concrete Categories
(1990) - P. Chen, D. Zhang, Alexandroff L-co-topological spaces, Fuzzy Sets and Systems (2010) doi:10.1016/j.fss....
Metamathematics of Fuzzy Logic
(1998)- et al.
Coreflective subcategories
Transaction of American Mathematical Society
(1971) - et al.
Coreflective subcategories in general topology
Fundamenta Mathematicae
(1972)
Cited by (26)
Continuous [0,1]-lattices and injective [0,1]-approach spaces
2022, Fuzzy Sets and SystemsOn fuzzy monotone convergence Q-cotopological spaces
2021, Fuzzy Sets and SystemsCitation Excerpt :However, it is not the case in the fuzzy setting. There is no natural way to switch between the two classes of sets as the truth table is usually a quantale, not a Boolean algebra (see, e.g., [2,3]). Existing literature on the subject usually choose to work with open sets to extend sobriety to fuzzy topological spaces.
On the reflective and coreflective subcategory of stratified L-Čech closure spaces
2020, Fuzzy Sets and SystemsCitation Excerpt :As the end of this section, we show some common notations in L-fuzzy sets. Readers can refer to [9,10] for more on L-co-topological spaces. Write L-STop for the category of stratified L-co-topological spaces and continuous maps.
A comparative study of ideals in fuzzy orders
2020, Fuzzy Sets and SystemsCompleteness in probabilistic quasi-uniform spaces
2019, Fuzzy Sets and SystemsSome results on the degree of symmetry of fuzzy relations
2019, Fuzzy Sets and SystemsCitation Excerpt :Thus, we can obtain the RU-implications derived from left-continuous uninorms as follows. (See Chen et al. [16] and Klement et al. [30].) The implications and bi-implications of t-norms of the Example 2.1 are given as follows.
- ☆
This work is supported by the Natural Science Foundation of China (10771147, 10926044).