GRAPH TOPOLOGY ON FINITE DIGITAL IMAGES
Articles > Article · 2018
Authors: Özgür EGE, İsmet KARACA
UTILITAS MATHEMATICA, Journal Indexed in SCI Expanded, International, 2018, vol 109, pp 211-218
Summary
The main goal of this work is to present a topology, called a graph topology, on finite digital images. We deal with some properties of this topology such as k-connectivity and digital continuous mapping. We finally show that the property of being graph topology is a topological invariant between digital isomorphic finite digital images.