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Hind Sweis
Hind Sweis
Assistant Professor of Mathematics
在 aaup.edu 的电子邮件经过验证
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Fractional crossover delay differential equations of Mittag-Leffler kernel: Existence, uniqueness, and numerical solutions using the Galerkin algorithm based on shifted …
H Sweis, N Shawagfeh, OA Arqub
Results in Physics 41, 105891, 2022
462022
Fractional delay integrodifferential equations of nonsingular kernels: existence, uniqueness, and numerical solutions using Galerkin algorithm based on shifted Legendre polynomials
H Sweis, OA Arqub, N Shawagfeh
International Journal of Modern Physics C 34 (04), 2350052, 2023
202023
The computational orthogonal shifted Legendre–Galerkin approach for handling fractional delay differential problems via adapting fractional M-derivative
H Sweis, OA Arqub
International Journal of Modern Physics C, 2450132, 2024
12024
Hilfer fractional delay differential equations: Existence and uniqueness computational results and pointwise approximation utilizing the Shifted-Legendre Galerkin algorithm
H Sweis, OA Arqub, N Shawagfeh
Alexandria Engineering Journal 81, 548-559, 2023
12023
Well-posedness analysis and pseudo-Galerkin approximations using Tau Legendre algorithm for fractional systems of delay differential models regarding Hilfer (α, β)-framework set
H Sweis, O Abu Arqub, N Shawagfeh
Plos one 19 (6), e0305259, 2024
2024
Delay volterra integrodifferential models of fractional orders and exponential kernels: Well-posedness theoretical results and Legendre–Galerkin shifted approximations
H Sweis, N Shawagfeh, OA Arqub
Modern Physics Letters B, 2450379, 2024
2024
Existence, uniqueness, and galerkin shifted Legendre's approximation of time delays integrodifferential models by adapting the Hilfer fractional attitude
H Sweis, N Shawagfeh, OA Arqub
Heliyon 10 (4), 2024
2024
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