Finite difference Schemes for Variable-Order Time fractional Diffusion equation

@article{Sun2012FiniteDS,
  title={Finite difference Schemes for Variable-Order Time fractional Diffusion equation},
  author={Hongguang Sun and Wen Chen and Changpin Li and Yangquan Chen},
  journal={I. J. Bifurcation and Chaos},
  year={2012},
  volume={22}
}
Variable-order fractional diffusion equation model is a recently developed and promising approach to characterize time-dependent or concentration-dependent anomalous diffusion, or diffusion process in inhomogeneous porous media. To further study the properties of variableorder time fractional subdiffusion equation models, the efficient numerical schemes are urgently needed. This paper investigates numerical schemes for variable-order time fractional diffusion equations in a finite domain. Three… CONTINUE READING