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Fractional Differential Equations Solutions

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Scope of this subject

This cluster of papers focuses on the modeling, analysis, and applications of anomalous diffusion using fractional calculus, nonlinear equations, and the homotopy analysis method. It explores phenomena such as random walk, fractional derivatives, time-fractional diffusion equations, single particle tracking in biological cells, and diffusion in crowded environments.

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Research vocabulary

Caputo fractional derivative; fractional differential equations; fractional calculus; fractional derivatives; anomalous diffusion; Adomian decomposition method; homotopy perturbation method; Riemann-Liouville fractional derivative; fractional partial differential equations; subdiffusion; Mittag-Leffler function; nonlinear fractional differential equations; homotopy analysis method; variational iteration method; fractional diffusion equation; continuous time random walk; fractional integrals; time-fractional derivative; Caputo-Fabrizio derivative; conformable fractional derivative; superdiffusion; operational matrices; numerical solution of fractional differential equations; fractional diffusion; Atangana-Baleanu derivative

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Morton address: 36240178142912629 · morton4x16-v1

Coordinates: (3, 26, 2611, 10288). The address interleaves categorical identifier bits. Nearby addresses are not guaranteed to describe semantically similar subjects.

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