Title :
The Wiener, the hyper-Wiener and the degree distance indices of diamond´s lower face
Author :
Atmani, Abderrahmane ; El Marraki, Mohamed ; Essalih, Mohamed
Author_Institution :
Fac. of Sci., Mohammed V-Agdal Univ., Rabat, Morocco
Abstract :
The graph theory, with its diverse applications in natural (Chemistry, Biology) and social sciences in general and in theoretical computer science in particular, is becoming an important component of the mathematics curriculum in colleges and universities all over the world. In this paper we will present some topological indices such as the Wiener index W(G), the hyper-Wiener index WW(G) and the degree distance DD(G) of diamond´s lower face.
Keywords :
graph theory; topology; Wiener index; colleges; degree distance indices; diamond lower face; graph theory; hyper-Wiener index; mathematics curriculum; natural sciences; social sciences; theoretical computer science; topological indices; universities; Biology; Compounds; Graph; Hyper-Wiener index; QSAR/QSPR; Wiener index; degree distance index; first Zagreb index; topological indices;
Conference_Titel :
Complex Systems (WCCS), 2014 Second World Conference on
Print_ISBN :
978-1-4799-4648-8
DOI :
10.1109/ICoCS.2014.7060884
