Prof. Ali Akgül

Department of Mathematics

Siirt University, Turkey

Professor

Email: [email protected]

Qualifications

2014 Ph.D., Firat University, Turkey

2010 M.Sc., Dicle University, Turkey

2005 B.Sc., Dicle University, Turkey

Publications (Selected)

1. Akgül, A, 2018, A novel method for a fractional derivative with non-local and non-singular kernel, Chaos Solitons & Fractals, 114, 478-482.
2. Baleanu, D, Fernandez, A, Akgul, A, 2020, On a Fractional Operator Combining Proportional and Classical Differintegrals, Mathematics, 8(3).
3. Atangana, A, Akgül, A, Owolabi, KM, 2020, Analysis of fractal fractional differential equations, Alexandria Engineering Journal, 59(3), 1117-1134.
4. Owolabi, KM, Atangana, A, Akgul, A, 2020, Modelling and analysis of fractal-fractional partial differential equations: Application to reaction-diffusion model, Alexandria Engineering Journal, 59(4), 2477-2490.
5. Li, PL, Gao, R, et al., 2023, Dynamics exploration for a fractional-order delayed zooplankton-phytoplankton system, Chaos Solitons & Fractals, 166.
6. Shahzad, A, Imran, M, et al., 2023, Brownian motion and thermophoretic diffusion impact on Darcy-Forchheimer flow of bioconvective micropolar nanofluid between double disks with Cattaneo-Christov heat flux, Alexandria Engineering Journal, 62, 1-15.
7. Atangana, A, Akgül, A, 2020, Can transfer function and Bode diagram be obtained from Sumudu transform, Alexandria Engineering Journal, 59(4), 1971-1984.
8. Ahmad, H, Akgül, A, et al., 2020, New Perspective on the Conventional Solutions of the Nonlinear Time-Fractional Partial Differential Equations, Complexity, 2020.
9. Safdar, R, Jawad, M, et al., 2022, Thermal radiative mixed convection flow of MHD Maxwell nanofluid: Implementation of buongiorno's model, Chinese Journal of Physics, 77, 1465-1478.
10. Ghanbari, B, Akgül, A, 2020, Abundant new analytical and approximate solutions to the generalized Schamel equation, Physica Scripta, 95(7).
11. Ikram, MD, Asjad, MI, et al., 2021, Effects of hybrid nanofluid on novel fractional model of heat transfer flow between two parallel plates, Alexandria Engineering Journal, 60(4), 3593-3604.
12. Arif, M, Di Persio, L, et al., 2023, Heat transfer analysis of fractional model of couple stress Casson tri-hybrid nanofluid using dissimilar shape nanoparticles in blood with biomedical applications, Scientific Reports, 13(1).
13. Basit, MA, Farooq, U, et al., 2023, Comprehensive investigations of (Au-Ag/Blood and Cu-Fe3O4/Blood) hybrid nanofluid over two rotating disks: Numerical and computational approach, Alexandria Engineering Journal, 72, 19-36.
14. Akgul, A, Cordero, A, Torregrosa, JR, 2019, A fractional Newton method with 2αth-order of convergence and its stability, Applied Mathematics Letters, 98, 344-351.
15. Adnan, AlBaidani, MM, et al., 2023, Numerical analysis of magneto-radiated annular fin natural-convective heat transfer performance using advanced ternary nanofluid considering shape factors with heating source, Case Studies in Thermal Engineering, 44.
16. Akgül, EK, Akgül, A, Yavuz, M, 2021, New Illustrative Applications of Integral Transforms to Financial Models with Different Fractional Derivatives, Chaos Solitons & Fractals, 146.
17. Faridi, WA, Abu Bakar, M, et al., 2023, The formation of solitary wave solutions and their propagation for Kuralay equation, Results in Physics, 52.
18. Iqbal, MS, Yasin, MW, et al., 2023, Numerical simulations of nonlinear stochastic Newell-Whitehead-Segel equation and its measurable properties, Journal of Computational and Applied Mathematics, 418.
19. Farman, M, Akgul, A, et al., 2022, Fractal fractional-order derivative for HIV/AIDS model with Mittag-Leffler kernel, Alexandria Engineering Journal, 61(12), 10965-10980.
20. Hashemi, MS, Akgül, A, 2018, Solitary wave solutions of time-space nonlinear fractional Schrodinger's equation: Two analytical approaches, Journal of Computational and Applied Mathematics, 339, 147-160.
21. Faridi, WA, Abu Bakar, M, et al., 2023, Exact fractional soliton solutions of thin-film ferroelectric material equation by analytical approaches, Alexandria Engineering Journal, 78, 483-497.
22. Akgül, A, Inc, M, et al., 2015, Numerical solutions of fractional differential equations of Lane-Emden type by an accurate technique, Advances in Difference Equations.
23. Qureshi, ZA, Bilal, S, et al., 2022, Mathematical analysis about influence of Lorentz force and interfacial nano layers on nanofluids flow through orthogonal porous surfaces with injection of SWCNTs, Alexandria Engineering Journal, 61(12), 12925-12941.
24. Akgül, A, Modanli, M, 2019, Crank-Nicholson difference method and reproducing kernel function for third order fractional differential equations in the sense of Atangana-Baleanu Caputo derivative, Chaos Solitons & Fractals, 127, 10-16.
25. Bilal, S, Shah, IA, et al., 2022, A comprehensive mathematical structuring of magnetically effected Sutterby fluid flow immersed in dually stratified medium under boundary layer approximations over a linearly stretched surface, Alexandria Engineering Journal, 61(12), 11889-11898.

Research Profiles

ORCID: 0000-0001-9832-1424

Google Scholar: https://scholar.google.com/citations?user=xsdTk3YAAAAJ&hl=en

Web of Science ResearcherID: F-3909-2019