On Topological Polynomials of Silicate Network

N. K. Raut

Abstract: The first and second Zagreb polynomials are defined as M₁(G,x) = ∑_uvεE(G) x^d(u)+d(v) and M₂(G,x) = ∑_uvεE(G) x^d(u)d(v) where deg(u) is degree of a vertex u. In this paper, Zagreb polynomials, fifth M-Zagreb polynomials, hyper fifth M-Zagreb polynomials, first, second K-Banhatti polynomials and general Zagreb polynomials of silicate network are studied.

Keywords: Degree, degree-sum, fifth M-Zagreb polynomial, hyper fifth M-Zagreb polynomial, K-Banhatti polynomial, Zagreb polynomial

How to Cite?: N. K. Raut, "On Topological Polynomials of Silicate Network", Volume 14 Issue 6, June 2025, International Journal of Science and Research (IJSR), Pages: 150-154, https://www.ijsr.net/getabstract.php?paperid=MR25601160256, DOI: https://dx.doi.org/10.21275/MR25601160256

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