Table 7 The values of \(m_u\) and \(m_v\) with respect to the cuts presented in Table 5.
From: On Zagreb coindices and Mostar index of \(TiO_2\) nanotubes
When \(m > n\) | ||
|---|---|---|
Type | \(m_u\) | \(m_v\) |
\(A_i\) | \(10i^2-i\) | \(-10i^2+20mn-3i-4m-4n\) |
\(B_i\) | \(20in + 10n^2-4i-n\) | \(-20in +20mn-10n^2+4i\) |
\(-4m-7n\) | ||
\(C_i\) | \(-10i^2+20mn+7i\) | \(10i^2-11i+2-4m-4n\) |
\(Y_i\) | \(10im-2i-8m+1\) | \(-10im+20mn+2i+2m-4n-1\) |
\(Z_i\) | \(10im-2i-4m+1\) | \(-10im+20mn+2i-2m-4n-1\) |
When \(m \le n\) | ||
|---|---|---|
Type | \(m_u\) | \(m_v\) |
\(A_i\) | \(10i^2-i\) | \(-10i^2+20mn-3i-4m-4n\) |
\(B_i\) | \(20im + 10m^2 -4i\) | \(-20im -10m^2+20mn+4i+13m\) |
\(- 21m +4\) | \(-4n-2\) | |
\(C_i\) | \(-10i^2+20mn+7i\) | \(10i^2-11i+2\) |
\(-4m-4n\) | ||
\(Y_i\) | \(10im-2i-8m+1\) | \(-10im+20mn+2i+2m-4n-1\) |
\(Z_i\) | \(10im-2i-4m+1\) | \(-10im+20mn+2i-2m-4n-1\) |
