Some properties of the generalized sierpiński gasket graphs

The generalized Sierpiński gasket graphs S[G,t] are introduced as the graphs obtained from the Sierpiński graphs S(G,t) by contracting single edges between copies of previous phases. The family S[G,t] is a generalization of a previously studied class of generalized Sierpiński gasket graphs S[n,t]. In this paper, several properties of S[G,t] are studied. In particular, adjacency of vertices, degree sequence, general first Zagreb index, hamiltonicity, and Eulerian.

کلیدواژه ها:

Sierpiński ، Sierpiński Gasket ، Euilarian ، Hamiltonian