N-Topological Spaces

A non-empty set $X$ equipped with $N$ arbitrary topologies $\mathfrak{J}_{1}$ , $\mathfrak{J}_{2}$ ,….., $\mathfrak{J}_{N}$ is called an N-topological space and denoted by $(X,\mathfrak{J}_{1},.....,\mathfrak{J}_{N})$ .
Reference: Khan, K. A., On the possibility of N-topological spaces, International Journal of Mathematical Archive (IJMA) 3 (2012), No.7, 2520-2523

Title	N-Topological Spaces
Canonical name	NTopologicalSpaces
Date of creation	2013-06-15 11:20:55
Last modified on	2013-06-15 11:20:55
Owner	kamranmetric (1000391)
Last modified by	kamranmetric (1000391)
Numerical id	1
Author	kamranmetric (1000391)
Entry type	Definition
Classification	msc 54A10