ABSTRACT
Let G be a simple graph. supp(v) is defined by Ξ£π’βπ(π£)ππππ’. supp(G) is defined by Ξ£π£βπ(πΊ) π π’ππ(π£). π π’ππ[π£] is defined by Ξ£π’βπ[π£]ππππ’. Supp[G] is defined by Ξ£π£βπ[πΊ]π π’ππ[π£]. mult(π£) is defined by Ξ π’βπ(π£)ππππ’. and mult(πΊ) is defined by Ξ π£βπ(πΊ)ππ’ππ‘(π£). ππ’ππ‘ [π£] is defined by Ξ π’βπ[π£]ππππ’. ππ’ππ‘ [πΊ] is defined ππ¦ Ξ π£βπ[πΊ]ππ’ππ‘[π£]. In this paper, open and closed support of some of star related graphs under addition and multiplication are studied.
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