Zagreb Polynomials and redefined Zagreb indices of line graph of  HAC5C6C7[p,q]  Nanotube

Rehman, Aziz ur; Khalid, Waseem

doi:10.30538/psrp-ojc2018.0004

Cited by 2 publications

(1 citation statement)

References 21 publications

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“…Due to the good correlation between Zagreb indices and chemical properties, a considerable effort has been observed in computing Zagreb polynomials since the first ZgP was defined. This effort can be visualized in Table 1: Zagreb polynomials could be further studied for their applicability of deriving multiple linear regression models [165].…”

Section: Zagreb Polynomialsmentioning

confidence: 99%

Counting Polynomials in Chemistry: Past, Present, and Perspectives

Joița,

Tomescu,

Jäntschi

2023

Symmetry

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Counting polynomials find their way into chemical graph theory through quantum chemistry in two ways: as approximate solutions to the Schrödinger equation or by storing information in a mathematical form and trying to find a pattern in the roots of these expressions. Coefficients count how many times a property occurs, and exponents express the extent of the property. They help understand the origin of regularities in the chemistry of specific classes of compounds. Our objective is to accelerate the research of newcomers into chemical graph theory. One problem in understanding these concepts is in the different approaches and notations of each research study; some researchers provide online tools for computing these mathematical concepts, but these need to be maintained for functionality. We take advantage of similar mathematical aspects of 14 such polynomials that merge theoretical chemistry and pure mathematics; give examples, differences, and similarities; and relate them to recent research.

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Section: Zagreb Polynomialsmentioning

confidence: 99%