Scinovex
Physical Sciences → Mathematics → Modeling and Simulation

Fractional Differential Equations Solutions

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.

80.8K works worldwide1.4M citations
Anomalous DiffusionFractional CalculusNonlinear EquationsHomotopy Analysis MethodRandom WalkFractional DerivativesTime-Fractional Diffusion EquationSingle Particle TrackingBiological CellsCrowded Environments

Journals publishing in this area

1Applied Mathematics and Computation cover
Applied Mathematics and Computation
ISSN 0096-30032,868 articles in this topic
195h-index
2Computers & Mathematics with Applications cover
Computers & Mathematics with Applications
ISSN 0898-12211,584 articles in this topic
231h-index
3Journal of Computational Physics cover
Journal of Computational Physics
ISSN 0021-9991428 articles in this topic
411h-index
4International Journal of Statistics and Applied Mathematics cover
12h-index
5Journal of Mathematical Problems Equations and Statistics cover
Journal of Mathematical Problems Equations and Statistics
ISSN 2709-939316 articles in this topic
3h-index
6International Journal of Physics and Mathematics cover
International Journal of Physics and Mathematics
ISSN 2664-86365 articles in this topic
3h-index