Nizami, A. R. Et Al. 2021. Base polynomials for degree and distance based topological invariants of n-bilinear straight pentachain. JOURNAL OF INFORMATION & OPTIMIZATION SCIENCES , vol.42, no.7 , 1479-1495.

Nizami, A. R., Shabbir, K., Sardar, M. S., Qasim, M., Cancan, M., & Ediz, S., (2021). Base polynomials for degree and distance based topological invariants of n-bilinear straight pentachain. JOURNAL OF INFORMATION & OPTIMIZATION SCIENCES , vol.42, no.7, 1479-1495.

Nizami, Abdul Et Al. "Base polynomials for degree and distance based topological invariants of n-bilinear straight pentachain," JOURNAL OF INFORMATION & OPTIMIZATION SCIENCES , vol.42, no.7, 1479-1495, 2021

Nizami, Abdul R. Et Al. "Base polynomials for degree and distance based topological invariants of n-bilinear straight pentachain." JOURNAL OF INFORMATION & OPTIMIZATION SCIENCES , vol.42, no.7, pp.1479-1495, 2021

Nizami, A. R. Et Al. (2021) . "Base polynomials for degree and distance based topological invariants of n-bilinear straight pentachain." JOURNAL OF INFORMATION & OPTIMIZATION SCIENCES , vol.42, no.7, pp.1479-1495.

@article{article, author={Abdul Rauf Nizami Et Al. }, title={Base polynomials for degree and distance based topological invariants of n-bilinear straight pentachain}, journal={JOURNAL OF INFORMATION & OPTIMIZATION SCIENCES}, year=2021, pages={1479-1495} }