Spectral graph theory is a field of mathematics that studies graph properties using matrices that are derived from the graphs. An example of such a matrix is the adjacency matrix whose entries ...

Matrix in consideration is n x n adjacency matrix plus n x n identity. Looking for clique of size k>=n/2 (if >, append a simple chain to graph so k=n/2). Example: n is 2^4. k is 2^3. I compare ...

There was an error while loading. Please reload this page. The purpose of this assignment is to practice your understanding of graphs and the adjacency matrix graph ...