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Volume 16 Number 1-6 (2019)
Volume 15 Number 1-6 (2018)
Volume 14 Number 1-6 (2017)
Volume 13 Number 1-6 (2016)
Volume 12 Number 1-4 (2015)
Volume 11 Number 1-4 (2014)
Volume 10 Number 1-4 (2013)
Volume 9 Number 1-4 (2012)
Volume 8 Number 1-4 (2011)
Volume 7 Number 1-4 (2010)
Volume
6 Number 1-4 (2009)
Volume
5 Number 1-4 (2008)
Volume 5 Special
Issue 2008
Volume
4 Number 1-4 (2007)
Volume
3 Number 1-4 (2006)
Volume
2 Number 1-4 (2005)
Volume
2 Special
Issue 2005
Volume
1 Number 1-2 (2004)
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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@ualberta.ca
Dr. Yanping Lin
Department of
Mathematical & Statistical Sciences
University of Alberta CAB 632
Edmonton, Alberta,
Canada T6G 2G1
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 2019
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Volume 16
(2019)
(all papers can
be downloaded at the page numbers)
Volume 16, Number
1 (2019) ---
Contents
L. Wang, S. Hou, L. Shi and P. Zhang,
A numerical method for solving the variable
coefficient wave equation with interface jump
conditions...........................................................1
L.
Amir, M. Kern and H. Wang, Preconditioning
a coupled model for reactive transport in porous
media......................................................................................................................18
F. Wang and W. Han, Reliable and efficient a
posteriori error estimates of DG methods
for a simplified frictional contact problem.....................................49
M.
D´ıaz-Viera, A. Ortiz-Tapia, J.
Hern´andez-P´erez, G. Castorena-Cort´es,
T. Rold´an-Carrillo and Pa. Olgu´ın-Lora, A
flow and transport model for simulation
of
microbial enhanced oil recovery processes at
core scale and laboratory conditions
............ .63
Y. Zhang and L. Xia,
Pattern formation in Rosenzweig–MacArthur model
with
prey–taxis.. .........................................................................................97
D.
Gilliocq-Hirtz and Z. Belhachmi,
A space-time Parallel method for the optic flow
estimation in large displacements and varying
illumination case............................... .116
C. Ma, L. Cao and J. Huang,
Analysis of a fully discrete finite element
method for
the Maxwell–Schr¨odinger system in the Coulomb
gauge........................................ .139
Volume 16, Number
2 (2019) ---
Contents
C. Wang, P. Sun and Z.
Li, An iterative
approach for constructing immersed nite element
spaces and applications to interface problems........................................167
R. Backofen, S. Wise, M.
Salvalaglio and A. Voigt,
Convexity splitting in a phase
fileld model for surface diffusion................................................................ .........192
W. Yang, L. Cao, Y.
Huang and J. Cui,
A new a posteriori error estimate for the
interior penalty discontinuous Galerkin method .....210
M.
Gunzburger and J. Wang,,
A second-order Crank-Nicolson method for
time-fractional PDEs......... ............................225
H. Feng, Y. Gao, L. Ju and X. Zhang,
A
new collocation method for solving certain
Hadamard nite-part integral equation.......................................................................... .240
S. Cheung and E. Chung,
An embedded SDG method for the convection-di
usion equation..............................................................................................................................255
B.
Hou and D. Liang, A time second-order
characteristic nite element
method for
nonlinear advection-di usion equations.......................276
M. Chen, P. Bollada
and P. Jimack,
Dynamic load balancing for the parallel,
adaptive, multigrid solution of implicit
phase-field simulations.......................................... ......................297
C. Liu, W. Shi and X. Wu,
Numerical analysis of an energy-conservation
scheme for
two-dimensional Hamiltonian wave equations with
Neumann
boundary conditions..........................................................................................319
X.
Feng and S. Schnake, A discontinuous
Ritz method for a class of calculus of
variations problems......................340
Q. Liang, L. Chen, H.
Zhang and D. Zhang, Self-consistent
eld theory simulations
of wormlike chains on cylindrical surface......................................... ......................357
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