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We welcome submission of your most recent
and important research results to be included in
the first several issues. Please send your
manuscripts (ps or pdf ) by email to
ijnam@math.ualberta.ca
OR
ylin@math.ualberta.ca
or (hardcopy) to
Dr. Yanping Lin
Department of
Mathematical & Statistical Sciences
University of Alberta CAB 632
Edmonton, Alberta,
Canada T6G 2G1
or any
Associate
Editors.
Your manuscripts will be reviewed
promptly and thoroughly. We promise that the
publication will be timely upon the acceptance
and the journal will make every efforts to
ensure that your results will reach as many
readers as possible. This journal is a quarterly
publication.
The
forthcoming papers in 2012
-------------------------------------------------------
Volume 9, Number 1 (2012) ---
Contents
J. Wang, Y. Wang and X. Ye, A
posteriori error estimate for stabilized finite
element
methods for the Stokes equations
.............................................................................................1
J. Fritz, B. Elemisch
and R. Helmig,
Decoupled and multiphysics models for
non-isothermal compositional two-phase flow in
Porous Media ............................................... 17
K.
Wang, H. Wang and X. Yu,
An immersed Eulerian-Lagrangian localized
adjoint
method for transient advection-diffusion
equations with interfaces............................................ 29
M.
Al-Lawatia,
Solution of advection diffusion equations in two
space dimensions
by a rational Eulerian Lagrangian localized
adjoint method over hexagonal grid ........................ 43
T. Lu and J. Jia,
An optimal-order error estimate for a finite
diffusion method to transient
degenerate advection-diffusion equations
...............................................................................56
Q. Lin, K. Wang, H. Wang
and X. Yin,
A uniformly optimal-order estimate for bilinear
finite element method for transient
advection-diffusion equations ................... ...........................73
Y.
Yuan,
The characteristic finite element
alternating-direction method with moving meshes
for the transient behavior of a semiconductor
device
.............................................................. . 86
J. Mortensen, S. Olsen, J. Parlange and A.
Telyakovskiy,
Approximate similarity
solution to a nonlinear diffusion equation with
spherical symmetry . ........................................ 105
L.
Jiang, J. Aarnes and Y. Efendiev,
Some multiscale results using limited global
information for two-phase simulations
........................................ ...........................................115
H.
Chen, Z. Zhou and H. Wang,
An optimal-order error estimate for an
H^1-Galerkin
mixed method for a pressure equation in
compressible porous medium flow ................ ..........132
A.
Cheng, Y. Ren and K. Xi,
An error estimate for MMOC-MFEM based on
convolution for porous media flow .......................................................................................149
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