In this paper, we introduce a novel graph polynomial called the ‘information polynomial’ of a graph. This graph polynomial can be derived by using a probability distribution of the vertex set. By using the zeros of the obtained polynomial, we additionally define some novel spectral descriptors. Compared with those based on computing the ordinary characteristic polynomial of a graph, we perform a numerical study using real chemical databases. We obtain that the novel descriptors do have a high discrimination power.
Read »- Anonymous
Navigation
User login
Visit the BiotechMashup Blog
Best upcoming scoops - Chemistry
- Physical properties predict stem cell outcome
- New tool helps decide what drugs to include in health care formularies
- SRI, U of M announce coalition to develop the world's cleanest passenger locomotive
- Louisiana Tech University professor honored for Technology Product of the Year
- Computers & Graphics incorporates Collage Authoring Environment