In Bitopological spaces, Proc. London Math. Soc. (3) 13 (1963) 71–89 MR0143169, J.C. Kelly introduced the idea of bitopological spaces. Is there any paper concerning the generalization of this concept, i.e. a space with any number of topologies?
Any idea about N-topological spaces?
4
$\begingroup$
general-topology
reference-request
-
3FWIW: Among the $\sim\!50$ papers that cite this paper on MathSciNet, there seems to be none that mentions $n$-topological spaces. – 2011-07-25
-
0This [paper](http://zabidin.blog.umt.edu.my/files/2009/08/Mapp-and-pair-conti-on-pair-Lindelof.pdf) talks about n-topological spaces a little bit. – 2011-07-25