Fast difference schemes for solving high-dimensional time-fractional subdiffusion equations
In this paper, we focus on fast solvers with linearithmic complexity in space for high-
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
Fast difference schemes for solving high-dimensional time-fractional subdiffusion equations
F Zeng, Z Zhang, GE Karniadakis - Journal of Computational Physics, 2016 - infona.pl
In this paper, we focus on fast solvers with linearithmic complexity in space for high-
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
Fast difference schemes for solving high-dimensional time-fractional subdiffusion equations
F Zeng, Z Zhang, G Karniadakis - Journal of Computational …, 2016 - eprints.qut.edu.au
In this paper, we focus on fast solvers with linearithmic complexity in space for high-
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
Fast difference schemes for solving high-dimensional time-fractional subdiffusion equations
F Zeng, Z Zhang… - Journal of Computational …, 2016 - ui.adsabs.harvard.edu
In this paper, we focus on fast solvers with linearithmic complexity in space for high-
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
Fast difference schemes for solving high-dimensional time-fractional subdiffusion equations
F Zeng, Z Zhang, GE Karniadakis - Journal of Computational Physics, 2016 - dl.acm.org
In this paper, we focus on fast solvers with linearithmic complexity in space for high-
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
Fast difference schemes for solving high-dimensional time-fractional subdiffusion equations
F Zeng, Z Zhang, G Karniadakis - Journal of Computational …, 2016 - eprints.qut.edu.au
In this paper, we focus on fast solvers with linearithmic complexity in space for high-
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …
dimensional time-fractional subdiffusion equations. Firstly, we present two alternating …