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Haroon D.S. Adam
Observed names:
Haroon Adam,
Haroon D. S. Adam
Institution:
Najran University
Observed institution:
Najran University
ORCID:
0009-0003-2084-6951
Observed ORCID:
0009-0003-2084-6951
OpenAlex ID:
A5113088085
Different strategies for diabetes by mathematical modeling: Applications of fractal–fractional derivatives in the sense of Atangana–Baleanu
2023
·
Khalid I.A. Ahmed
, Haroon D.S. Adam
, et al.
·
Results in Physics
·
46
Analytical solutions for a class of variable-order fractional Liu system under time-dependent variable coefficients
2024
·
Khalid I.A. Ahmed
, Haroon D.S. Adam
, et al.
·
Results in Physics
·
44
Different strategies for diabetes by mathematical modeling: Modified Minimal Model
2023
·
Khalid I.A. Ahmed
, Haroon D.S. Adam
, et al.
·
Alexandria Engineering Journal
·
37
Numerical approximation method and chaos for a chaotic system in sense of Caputo-Fabrizio operator
2024
·
Muflih Alhazmi
, Fathi Dawalbait
, et al.
·
Thermal Science
·
30
PDF
Controlled chaos of a fractal-fractional Newton-Leipnik system
2024
·
Amer Alsulami
, Rasmiyah Alharb
, et al.
·
Thermal Science
·
27
PDF
An application of Newton’s interpolation polynomials to the zoonotic disease transmission between humans and baboons system based on a time-fractal fractional derivative with a power-law kernel
2025
·
Haroon D. S. Adam
, Mohammed Althubyani
, et al.
·
AIP Advances
·
26
Understanding zoonotic disease spread with a fractional order epidemic model
2025
·
Mohammed Althubyani
, Haroon D. S. Adam
, et al.
·
Scientific Reports
·
25
PDF
Multiple Soliton Solutions for Coupled Modified Korteweg–de Vries (mkdV) with a Time-Dependent Variable Coefficient
2023
·
Haroon D. S. Adam
, Khalid I. A. Ahmed
, et al.
·
Symmetry
·
5
PDF
Multiple soliton solutions of the model mKdV with time-dependent variable coefficients
2024
·
Mukhtar Abdalla
, Bakery Younies
, et al.
·
Thermal Science
·
1
PDF
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Works count:
9
Citation count:
241
H-index:
7
I10-index:
7
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