Published August 27, 2017
| Version v1
Journal article
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The category of neutrosophic crisp sets
Description
We introduce the category NCSet consisting of neutrosophic crisp sets and morphisms between them. And we study NCSet in the sense of a topological universe and prove that it is Cartesian closed over Set, where Set denotes the category consisting of ordinary sets and ordinary mappings between them.
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TheCategoryOfNeutrosophic.pdf
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