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Deadline for Submissions: 25 February 2026
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Special Issue Editors |
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Guest Editor |
Prof. Abdellatif Ben Makhlouf |
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Affiliation |
University of Sfax, Tunisia |
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Guest Editor |
Prof. Omar Naifar |
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Affiliation |
University of Sfax, Tunisia |
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Guest Editor |
Prof. Adel Ouannas |
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Affiliation |
Oum El Bouaghi University, Algeria |
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Special Issue Information |
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Contemporary Mathematics promotes high-quality research in theoretical, numerical, and applied mathematics. This special issue will highlight cutting-edge developments and applied mathematics. This special issue will highlight cutting-edge developments in fractional calculus, emphasizing rigorous mathematical analysis, computational algorithms, and interdisciplinary applications. Topics span fractional differential equations, operator theory, stability analysis, and their use in mathematical physics, industrial modeling, and data science. Submissions must present novel mathematical insights into fractional-order systems. Priority is given to theoretical advancements, numerical frameworks, and applications in pure/applied mathematics. Key areas include: l Fractional calculus theory: Riemann-Liouville, Caputo derivatives, and operator theory. l Fractional differential equations: Existence, uniqueness, stability, and asymptotic behavior. l Numerical methods for fractional systems: Finite difference, spectral methods, and error analysis. l Applications in mathematical physics: Anomalous diffusion, viscoelasticity, and frac-tional wave equations. l Interdisciplinary connections: Fractional-order models in biology, economics, and statistics. l Algebraic and geometric structures in fractional systems. l Computational mathematics: Fractional-order discretization, optimization, and in-verse problems. l Machine learning for fractional dynamics: Neural networks, AI-driven solvers, and parameter estimation. The deadline for the submission of the papers for the special issues is Feb 25th 2026. |
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Published Papers |
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This special issue is now open for submission. |
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