Complements of convex topologies on products of finite totally ordered spaces

Author:

Mhemdi Abdelwaheb,Richmond TomORCID

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics,Theoretical Computer Science,Analysis

Reference18 articles.

1. Anderson, B.A.: A class of topologies with $$T_1$$ T 1 -complements. Fund. Math 69, 267–277 (1970)

2. Anderson, B.A., Stewart, D.G.: $$T_1$$ T 1 -complements of $$T_1$$ T 1 topologies. Proc. Am. Math. Soc. 23(1), 77–81 (1969)

3. Brown, J.I., Watson, S.: The number of complements of a topology on $$n$$ n points is at least $$2^n$$ 2 n (except for some special cases). Discrete Math. 154, 27–39 (1996)

4. Clark, T., Richmond, T.: The number of convex topologies on a finite totally ordered set. Involve 8(1), 25–32 (2015)

5. Erné, M.: The ABC of order and topology. In: Herrlich, H., Porst, H.-E. (eds.) Category Theory at Work, pp. 57–93. Heldermann, Berlin (1991)

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1. k-primal spaces;Topology and its Applications;2021-11

2. The Lattice of Functional Alexandroff Topologies;Order;2020-04-20

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