S. Pavana Swetha, S.Malliga
The paper is about a certain generalized topological structures, with the aim of showing that can provide suitable framework within which to compare various approaches to digital topology with an ordinary topology. Here mainly speaks about the generalized topological structures, called closure operations, that are associated with -ary relations . The closure operations which is commonly used as a basic topological structure in digital topology. Some of these structures are well-behaved with respect to connectedness and so are suitable for applications in digital topology. Mainly the multiple express channels increase throughput to saturate wire density in -ary -cube, where stands for natural numbers.
Homotopy, -ary, Digital Topology, Closure Operation, m-Dimensional.