Alkhalissi, J. H. S. Et Al. 2021. A new operational matrix of fractional derivative based on the generalized Gegenbauer-Humbert polynomials to solve fractional differential equations. ALEXANDRIA ENGINEERING JOURNAL , vol.60, no.4 , 3509-3519.

Alkhalissi, J. H. S., Emiroglu, İ., Bayram, M., Secer, A., & Tasci, F., (2021). A new operational matrix of fractional derivative based on the generalized Gegenbauer-Humbert polynomials to solve fractional differential equations. ALEXANDRIA ENGINEERING JOURNAL , vol.60, no.4, 3509-3519.

Alkhalissi, Jumana Et Al. "A new operational matrix of fractional derivative based on the generalized Gegenbauer-Humbert polynomials to solve fractional differential equations," ALEXANDRIA ENGINEERING JOURNAL , vol.60, no.4, 3509-3519, 2021

Alkhalissi, Jumana H. Et Al. "A new operational matrix of fractional derivative based on the generalized Gegenbauer-Humbert polynomials to solve fractional differential equations." ALEXANDRIA ENGINEERING JOURNAL , vol.60, no.4, pp.3509-3519, 2021

Alkhalissi, J. H. S. Et Al. (2021) . "A new operational matrix of fractional derivative based on the generalized Gegenbauer-Humbert polynomials to solve fractional differential equations." ALEXANDRIA ENGINEERING JOURNAL , vol.60, no.4, pp.3509-3519.

@article{article, author={Jumana H. S. Alkhalissi Et Al. }, title={A new operational matrix of fractional derivative based on the generalized Gegenbauer-Humbert polynomials to solve fractional differential equations}, journal={ALEXANDRIA ENGINEERING JOURNAL}, year=2021, pages={3509-3519} }