A graph-theoretical approach to structure-property relationships

A graph theoretical approach to data fusion.

The rapid development of high throughput experimental techniques has resulted in a growing diversity of genomic datasets being produced and requiring analysis. Therefore, it is increasingly being recognized that we can gain deeper understanding about underlying biology by combining the insights obtained from multiple, diverse datasets. Thus we propose a novel scalable computational approach to ...

A Genetic-DEA Approach to Reveal Property Rights Priorities

Digital metrics: A graph-theoretical approach

Consider the following two graphs M a n d N, both with vertex set Z×Z, where Z is the set of all integers. In M, two vertices are adjacent when their euclidean distance is 1, while in N, adjacency is obtained when the distance is either 1 or 1/2. By definition, H is a metric subgraph of the graph G if the distance between any two points o f / 4 is the same as their distance in G. We determine a...

A Novel Approach for Detecting Relationships in Social Networks Using Cellular Automata Based Graph Coloring

All the social networks can be modeled as a graph, where each roles as vertex and each relationroles as an edge. The graph can be show as G = [V;E], where V is the set of vertices and E is theset of edges. All social networks can be segmented to K groups, where there are members in eachgroup with same features. In each group each person knows other individuals and is in touch ...

Slicing Concurrent Programs - A Graph-Theoretical Approach

This paper extends the notion of slicing, which was originally proposed and studied for sequential programs, to concurrent programs and presents a graph-theoretical approach to slicing concurrent programs. In addition to the usual control and data dependences proposed and studied for sequential programs, the paper introduces three new types of primary program dependences in concurrent programs,...