Some Results on Simplical Homology Groups of 2D Digital Images.
İsmet Karaca, Özgür Ege · International Journal of Information and Computer Science · 2012
In this paper we study some results related to the simplicial homology groups of 2D digital images. We show that if a bounded digital image Z X ⊂ is nonempty and κ -connected, then its homology groups at the first dimension are a trivial group. In general, we prove that the homology groups of the operands of a wedge of digital images need not