Research Interests:
Topological invariants are very useful in various areas related to digital images and geometric modelling. In this paper, we study the simplicial homology groups of certain minimal simple closed surfaces, extend an earlier definition of... more
Topological invariants are very useful in various areas related to digital images
and geometric modelling. In this paper, we study the simplicial homology
groups of certain minimal simple closed surfaces, extend an earlier definition of
the Euler characteristics of digital image, and show how to compute the Euler
characteristic of several digital surfaces.
and geometric modelling. In this paper, we study the simplicial homology
groups of certain minimal simple closed surfaces, extend an earlier definition of
the Euler characteristics of digital image, and show how to compute the Euler
characteristic of several digital surfaces.