Volume 8 | Issue - 8
Volume 8 | Issue - 8
Volume 8 | Issue - 8
Volume 8 | Issue - 7
Volume 8 | Issue - 7
The Interior Domination Polynomials D_Id (G,x) of G is defined as D_Id (G,x) =∑_(i=γ_Id (G))^|V(G)|▒〖d_Id (G,i〗)x^i. Where d_Id (G,i) is the number of interior dominating sets of G of cardinality i and γ_Id (G) is cardinality of minimum interior domination number.