Applications of Chuh-Shih-Chieh's Identity in Geodetic Independence Polynomials.

Let G be a simple connected graph. The geodetic independence polynomial G, denoted by g(G; x), is the polynomial whose coefficients correspond to the number of geodetic independent subsets of V (G). In this paper, we apply the Chuh-Shih-Chieh's Identity to establish the geodetic independence polynomial of cycles. [ABSTRACT FROM AUTHOR]