Various Uses of Topological Invariants in Jahangir Graph J_β,α

Table 4

Numerical comparison.

Banhatti indices	(Jβ,α) = (2, 3)	(Jβ,α) = (3, 4)	(Jβ,α) = (4, 5)	(Jβ,α) = (5, 6)	(Jβ,α) = (6, 7)
Ɓ1 (Jβ,α)	190	332	516	742	1010
Ɓ2 (Jβ,α)	268	504	836	1276	1836
^ɱƁ1 (Jβ,α)	6.2567	9.9806	14.9516	21.1850	28.689
^ɱƁ2 (Jβ,α)	3.5003	5.944	9.6219	14.4997	21.1344
HƁ1 (Jβ,α)	1090	2068	3464	5338	7686
HƁ2 (Jβ,α)	2332	5416	11684	23644	45004
HR1 (Jβ,α)	996	2560	554	10632	18676
HR2 (Jβ,α)	2112	7392	20140	46416	9492
Ř3 (Jβ,α)	42	68	100	138	182
FR (Jβ,α)	504	1188	2420	4446	7560
R1 (Jβ,α)	132	276	500	822	1260
R2 (Jβ,α)	192	566	1260	2463	4382
^αR1 (Jβ,α)	2.829	3.464	4.149	4.858	5.578
^αR2 (Jβ,α)	2.272	1.944	1.797	1.718	1.669
SR (Jβ,α)	6.809	9.733	13.089	16.818	20.882
PR (Jβ,α)	5.8409	7.0743	8.4271	9.8335	11.2688
(Jβ,α)	132	276	500	822	1260
(Jβ,α)	3792	16806	5471	145743	337092
HR (Jβ,α)	5.6576	6.6429	8.2987	9.7152	11.1570
SDR (Jβ,α)	91.334	161.134	249.917	358.772	487.667