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Fractional Differential Equations Solutions
TopicLeading institutions, researchers & key papers
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.
33
Works
IDs:OpenAlex
How has Fractional Differential Equations Solutions's publication output changed over time?
ScholarIQpublication output · 2001–2023
Output grew0% over the shown period — from 1 works in 2001 to 1 in 2023.
1
2
2
3
1
1
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1
1
1
2001200620072008200920102012201420212023
What are the most-cited papers on Fractional Differential Equations Solutions?
ScholarIQmost cited works
Space–time fractional Schrödinger equation with time-independent potentials
Jianping Dong, Mingyu Xu
S151579836. 2008182 Citations
Generalized fractional Schrödinger equation with space-time fractional derivatives
Shaowei Wang, Mingyu Xu
S158241587. 2007177 Citations
Unsteady flow of viscoelastic fluid with fractional Maxwell model in a channel
Haitao Qi, Mingyu Xu
S98390232. 2006126 Citations
Axial Couette flow of two kinds of fractional viscoelastic fluids in an annulus
Shaowei Wang, Mingyu Xu
S114104845. 2007114 Citations
Theoretical analysis of the velocity field, stress field and vortex sheet of generalized second order fluid with fractional anomalous diffusion
Mingyu Xu, Wenchang Tan
S4210169347. 200196 Citations
Where is Fractional Differential Equations Solutions research published, and who funds it?
ScholarIQvenues & funding sources
TOP JOURNALS
S151579836263
S158241587177
S98390232126
S114104845114
S421016934796
TOP FUNDERS
National Science Foundation—
NIH—
Wellcome Trust—
European Research Council—
Funder breakdown is a member featureSign up free to unlock
How much of the research on Fractional Differential Equations Solutions is open access?
ScholarIQopen access share
33%OPEN ACCESS
Gold
27%
Green
0%
Hybrid
7%
Bronze
0%
Closed
67%
Related on ScholarIQ
Some physical applications of fractional Schrödinger equation
Paper
Space–time fractional Schrödinger equation with time-independent potentials
Paper
Generalized fractional Schrödinger equation with space-time fractional derivatives
Paper
Some solutions to the space fractional Schrödinger equation using momentum representation method
Paper
Unsteady flow of viscoelastic fluid with fractional Maxwell model in a channel
Paper
Axial Couette flow of two kinds of fractional viscoelastic fluids in an annulus
Paper