Research Article

A View of Banhatti and Revan Indices in Chemical Graphs

Table 3

Numerical analysis of all TIs for .

Banhatti indices(t, u) = [1, 1](t, u) = [2, 2](t, u) = [3, 3](t, u) = [4, 4](t, u) = [5, 5]

B1 ()56430114021863568
B2 (),50614175434705762
ɱB1 ()7.7618.463660.3991.66
ɱB2 ()9.5617.429.2349.2864.89
1 ()238256872501428423670
2 ()2626114188783855465142
1 ()11434667410981618
2 ()112239390565764
1 ()4498168254356
3 ()820324456