Coloring a graph is a known and a classical problem in graph theory. It is also a known NP problem. In a graph G, the solution of coloring a graph is about coloring all the vertices of the graph G in ...

This project had me use an adjacency matrix to model a weighted digraph representing the stages of a project. Given input for a graph, this program calculates a project's feasibility, its topological ...

The general consensus for an Graph-AE is to train against the dense adjacency matrix. However, you only need a dense output. In contrast, the input graph can be sparse. We have an example of this, see ...

Topological organic chemistry. 3. Graph theory, binary and decimal adjacency matrices, and topological indices of alkanes Harry P. Schultz Tor P. Schultz ...

Representation of Graphs Graphs can be represented as diagrams with the features and structures described, but also as adjacency matrices. Adjacency matrices are a way to represent the connections ...

In this paper, we describe three graph theoretic heuristics that attempt to determine an optimal planar adjacency graph from a REL chart. Our computational experience suggests that these methods can ...