1705-5105
A posteriori error estimate for stabilized finite element methods for the Stokes equations
J. Wang, Y. Wang and X. Ye
1-16
Decoupled and multiphysics models for non-isothermal compositional two-phase flow in Porous Media
J. Fritz, B. Elemisch and R. Helmig
17-28
An immersed Eulerian-Lagrangian localized adjoint method for transient advection-diffusion equations with interfaces
K. Wang, H. Wang and X. Yu
29-41
Solution of advection diffusion equations in two space dimensions by a rational Eulerian Lagrangian localized adjoint method over hexagonal grid
M. Al-Lawatia
42-55
An optimal-order error estimate for a finite diffusion method to transient degenerate advection-diffusion equations
T. Lu and J. Jia
56-72
A uniformly optimal-order estimate for bilinear finite element method for transient advection-diffusion equations
Q. Lin, K. Wang, H. Wang and X. Yin
73-85
The characteristic finite element alternating-direction method with moving meshes for the transient behavior of a semiconductor device
Y. Yuan
86-104
Approximate similarity solution to a nonlinear diffusion equation with spherical symmetry
J. Mortensen, S. Olsen, J. Parlange and A. Telyakovskiy
105-114
Some multiscale results using limited global information for two-phase simulations
L. Jiang, J. Aarnes and Y. Efendiev
115-131
An optimal-order error estimate for an H^1-Galerkin mixed method for a pressure equation in compressible porous medium flow
H. Chen, Z. Zhou and H. Wang
132-148
An error estimate for MMOC-MFEM based on convolution for porous media flow
A. Cheng, Y. Ren and K. Xi
149-168