Open Access Journal
Fractional Differential Calculus
Volume: 15
Year: 2025
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Articles
Article number / DOI |
Authors / Title |
Pages |
Abstract |
Article |
15-11 |
Pihire Vincent Ouena,
Moumini Kéré,
Gaston M. N'Guerekata:
(ω ,c)-asymptotically periodic mild solutions to some ψ-Hilfer fractional evolution equations
|
177–203 |
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15-12 |
D. Prabu,
N. Annapoorani,
K. Balachandran:
Existence results for pantograph differential equations with Hadamard functional fractional derivative
|
205–220 |
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15-13 |
José Villa-Morales:
Control of systems of linear differential equations in the Riemann-Liouville sense
|
221–231 |
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15-14 |
Halima Kadari,
Abdelkrim Salim,
Salim Krim,
Mouffak Benchohra:
On Caputo tempered fractional coupled systems with three points boundary conditions
|
233–253 |
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15-15 |
Najat Chefnaj,
Abdellah Taqbibt,
Khalid Hilal,
M'hamed Elomari:
Analysis of a class of Δ-fractional hybrid differential equations involving the φ-Caputo derivative on time scales
|
255–269 |
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15-16 |
Yousef Gholami,
Elnaz Poortaghi:
Existence and uniqueness analysis for fractional ∇-difference two-point boundary value problems with fully difference boundary conditions
|
271–290 |
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15-17 |
Mohsen Timoumi:
Multiplicity of solutions for homogeneous fractional Hamiltonian systems
|
291–307 |
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15-18 |
Anupam Das,
Mallika Sarmah:
Applications of JS-Prešić fixed point theorem to a system of nonlinear fractional integral equations via measure of noncompactness
|
309–322 |
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15-19 |
Mohamed Louchaich:
Linking and existence result for the fractional p-Laplacian problems involving singular nonlinearity
|
323–339 |
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15-20 |
Siu Man Li:
Inverse spectral analysis for a variable-order mixed fractional Sturm-Liouville problem: uniqueness, reconstruction, and asymptotics
|
341–357 |
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