Counting Models Using Connected Components

The role of connected components and connected filters is well established. In this paper a new segmentation procedure is presented based on connected components and connected filters. The use of connected components simplified the development of the ...

Let $G = (V,E)$ be an undirected graph in which no vertex has degree more than d. Let $|V| = n^q = 2^q $ . In this paper we present an $O(q^3 (q + d)n\log n)$ algorithm to find the connected components of G on a q-dimensional $n \times n \times \cdots \...

How do connected components evolve? What are the regularities that govern the dynamic growth process and the static snapshot of the connected components? In this work, we study patterns in connected components of large, real-world graphs. First, we ...