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Fuzzy topological spaces

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This article is published in Journal of Mathematical Analysis and Applications.The article was published on 1968-10-01 and is currently open access. It has received 1997 citations till now. The article focuses on the topics: Topological tensor product & Topological space.

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Citations
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From fuzzy set theory to non-additive probabilities: how have economists reacted?

TL;DR: In this article, a comparative review of the two programmes (devoted to the application of fuzzy sets theory in economics for the first and to nonadditive probabilities for the second) while putting forward some explanations and conjecture as to their development and their future is presented.
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Metrization theorems in L-topological spaces

TL;DR: Some characterizations of a pointwise uniformity are presented in L -fuzzy set theory and a new Hausdorff separation axiom compatible with pointwise metric is introduced.
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On time dependent fuzzy sets

TL;DR: The concept of fuzzy set, introduced by L. A. Zadeh, is extended to a time dependent setting and fuzzy relations are defined and discussed.
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Dynamic topologies and their applications to crisp topologies, fuzzifications of crisp topologies, and fuzzy topologies on the crisp real line

TL;DR: The notion of fuzzy dual provides a unifying framework for the diverse fuzzification schemes of Hutton-Gantner-Steinlage-Warren, Klein, and Lowen, and co-fuzzy dual, a class of canonical, stratified fuzzy topologies {CO R L}.
References
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L-fuzzy sets

TL;DR: This paper explores the foundations of, generalizes, and continues the work of Zadeh in [I] and [2].