مشخصات پژوهش

خانه /شاخص های پایه-تراگذار گراف ها
عنوان
شاخص های پایه-تراگذار گراف ها
نوع پژوهش مقالات در همایش ها
کلیدواژه‌ها
graph, transmission, irregularity, Szeged index
چکیده
The distance d(u, v) between the vertices u and v of a connected graph G is defined as the number of edges in a minimal path connecting them. The transmission of a vertex v of G is defined by s(v) = A u2V(G) d(v, u). In this article we aim to define some transmission-based topological indices. We obtain lower and upper bounds on these indices and characterize graphs for which these bounds are best possible. Finally, we find these indices for various graphs using the group of automorphisms of G. This is an efficient method of finding these indices especially when the automorphism group of G has a few orbits on V(G) or E(G).
پژوهشگران رضا شرف دینی (نفر اول)، Tamas Reti (نفر دوم)