Table 4 The best 5 distance-spectral graphical invariant for \(CNC_6[n]\) with \(1\le n\le 10\).
\(CNC_6[n]\) | \(En_H\) | \(Es_{GA^2}\) | \(En_{GA^2}\) | \(En_{DD}\) | \(Es_{ABC^2}\) |
|---|---|---|---|---|---|
\(CNC_6{[}1{]}\) | 32.6030 | 63.6081 | 33.5744 | 166.0818 | 28.3634 |
\(CNC_6{[}2{]}\) | 75.8024 | 151.8531 | 77.6014 | 410.3461 | 58.4956 |
\(CNC_6{[}3{]}\) | 136.6019 | 280.5523 | 141.0622 | 760.2151 | 100.2979 |
\(CNC_6{[}4{]}\) | 214.9346 | 442.9552 | 221.5188 | 1215.3431 | 154.4797 |
\(CNC_6{[}5{]}\) | 310.9049 | 644.8226 | 321.0271 | 1776.4108 | 220.5881 |
\(CNC_6{[}6{]}\) | 424.5764 | 879.8015 | 436.9177 | 2443.6358 | 298.7547 |
\(CNC_6{[}7{]}\) | 556.0342 | 1150.0168 | 571.3838 | 3217.4930 | 388.8993 |
\(CNC_6{[}8{]}\) | 705.2066 | 1465.6511 | 726.9697 | 4097.6440 | 490.8686 |
\(CNC_6{[}9{]}\) | 870.5932 | 1801.4729 | 893.6640 | 5077.6889 | 604.0102 |
\(CNC_6{[}10{]}\) | 1055.0350 | 2190.3040 | 1085.3135 | 6170.4290 | 730.0064 |
