Chemical Application of Topological Indices in Infertility Treatment Drugs and QSPR Analysis

Table 3

Regression models for boiling point of molecular structures.

Molar volume
Regression model	Molecular descriptor	R^2	F	Sig
Quadratic model	ABC(G)	0.951	58.831	0.000
	RA(G)	0.949	56.003	0.000
	S(G)	0.933	41.491	0.000
	GA(G)	0.910	30.174	0.001
	H(G)	0.926	37.681	0.000
	HM(G)	0.653	5.635	0.042
	F(G)	0.606	4.615	0.061
Cubic model	ABC(G)	0.952	58.864	0.000
	RA(G)	0.950	56.584	0.000
	S(G)	0.935	42.833	0.000
	GA(G)	0.913	31.611	0.001
	H(G)	0.928	38.591	0.000
	HM(G)	0.653	5.649	0.042
	F(G)	0.606	4.615	0.061
Logarithmic model	ABC(G)	0.895	59.577	0.000
	RA(G)	0.936	101.674	0.000
	S(G)	0.914	74.169	0.000
	GA(G)	0.886	54.228	0.000
	H(G)	0.921	81.308	0.000
	H(MG)	0.637	12.273	0.010
	F(G)	0.596	10.342	0.015
Exponential model	ABC(G)	0.768	23.209	0.002
	RA(G)	0.848	38.962	0.000
	S(G)	0.819	31.603	0.001
	GA(G)	0.784	25.464	0.001
	H(G)	0.851	40.100	0.000
	HM(G)	0.538	8.151	0.025
	F(G)	0.507	7.196	0.031