Liguo Zhang
Abstract
In this paper,a L-F topology category CDBS is defined,two naturally equivalent functors F and G between the category CDBS and the classical topology category TOP are given.And the equivalence relationship of the two functors and the functor T[1] is also discussed.
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In this paper,a L-F topology category CDBS is defined,two naturally equivalent functors F and G between the category CDBS and the classical topology category TOP are given.And the equivalence relationship of the two functors and the functor T[1] is also discussed.
Key concepts: Functor, Functor category, Mathematics, Exact functor, Natural transformation, Equivalence (formal languages), Topology (electrical circuits), Pure mathematics