Cite
An Efficient Numerical Solution of a Multi-Dimensional Two-Term Fractional Order PDE via a Hybrid Methodology: The Caputo–Lucas–Fibonacci Approach with Strang Splitting.
MLA
Ahmad, Imtiaz, et al. “An Efficient Numerical Solution of a Multi-Dimensional Two-Term Fractional Order PDE via a Hybrid Methodology: The Caputo–Lucas–Fibonacci Approach with Strang Splitting.” Fractal & Fractional, vol. 8, no. 6, June 2024, p. 364. EBSCOhost, https://doi.org/10.3390/fractalfract8060364.
APA
Ahmad, I., Alshammari, A. O., Jan, R., Razak, N. N. A., & Idris, S. A. (2024). An Efficient Numerical Solution of a Multi-Dimensional Two-Term Fractional Order PDE via a Hybrid Methodology: The Caputo–Lucas–Fibonacci Approach with Strang Splitting. Fractal & Fractional, 8(6), 364. https://doi.org/10.3390/fractalfract8060364
Chicago
Ahmad, Imtiaz, Abdulrahman Obaid Alshammari, Rashid Jan, Normy Norfiza Abdul Razak, and Sahar Ahmed Idris. 2024. “An Efficient Numerical Solution of a Multi-Dimensional Two-Term Fractional Order PDE via a Hybrid Methodology: The Caputo–Lucas–Fibonacci Approach with Strang Splitting.” Fractal & Fractional 8 (6): 364. doi:10.3390/fractalfract8060364.