Fuzzy -neighbourhood spaces: Part 2—-neighbourhood systems
References (28)
- et al.
On fuzzy neighbourhood spaces
Fuzzy Sets and Systems
(1991) - et al.
Bounded linear transformations between probabilistic normed vector spaces
Fuzzy Sets and Systems
(1995) - et al.
Generalized possibility measures
Inform. Sci.
(1994) Probabilistic topological spaces
J. Math. Anal. Appl.
(1971)Probabilistic uniformization of fuzzy topologies
Fuzzy Sets and Systems
(1978)- et al.
A level-topologies criterion for Lowen fuzzy uniformizability
Fuzzy Sets and Systems
(1994) Initial and final fuzzy topologies and the fuzzy Tychonoff theorem
J. Math. Anal. Appl.
(1977)A comparison of different compactness notions in fuzzy topological spaces
J. Math. Anal. Appl.
(1978)Fuzzy uniform spaces
J. Math. Anal. Appl.
(1981)- et al.
: The epireflective hull of the Sierpinski object in FTS
Fuzzy Sets and Systems
(1989)
Semi-induced fuzzy topologies
Fuzzy Sets and Systems
(1989)
A short note on fuzzy neighbourhood spaces
Fuzzy Sets and Systems
(1987)
Nearness concepts in fuzzy neighbourhood spaces and in their fuzzy proximity spaces
Fuzzy Sets and Systems
(1989)
Dual fuzzy neighbourhood spaces I
Fuzzy Sets and Systems
(1991)
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2014, Fuzzy Sets and SystemsCitation Excerpt :In this manuscript, we continue our study of T-syntopogenous spaces. We show how the T-syntopogenous spaces agree well with the fuzzy T-neighbourhood spaces [4], fuzzy T-uniform spaces [9], fuzzy T-proximity spaces [3] and syntopogenous spaces [2]. More precisely, it is shown that there is a one-to-one correspondence between the fuzzy T-neighbourhood spaces and the so-called perfect T-syntopogenous spaces.
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