Computing Some Topological Indices of Tensor Product of Graphs

A topological index of a molecular graph g is a numeric quantity related to g which is invariant under symmetry properties of g. in this paper we obtain the randi?, geometric-arithmetic, first and second zagreb indices , first and second zagreb coindices of tensor product of two graphs and then the harary, schultz and modified schultz indices of tensor product of a graph g with complete graph of order n are obtained.