International Journal of                                                 Numerical Analysis & Modeling

 
 ISSN 1705-5105
 
"For the things of this world cannot be made known without a knowledge of mathematics" -----Roger Bacon
 
Contents

          

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)

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     OR     yanlin@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 2015

-------------------------------------------------------

              Volume 15  (2018)                  

(all papers can be downloaded at the page numbers)                                                      

Volume  15,  Number  4-5 (2018)  --- Contents                       

Dedicated to Professor William Layton
on the occasion of his 60th birthday

Preface

L. Berselli,  Weak solutions constructed by semi-discretization are suitable: the case of slip
boundary conditions............................................................................................................479

J. Connors,  An ensemble-based conventional turbulence model for fluid-fluid interaction.....492

C. Corduneanu,  A glimpse on fourier analysis: third stage..................................................520

J. Fiordilino and S. Khankan,  Ensemble timestepping algorithms for natural convection..........................................................................................................................524

D. Glotov, W. E. Hames, A. Meir and S. Ngoma,  An inverse diffusion coefficient problem    for a parabolic equation with integral constraint........................................................552

P. Hoffman,  Hyperbolic PDEs across gasdynamics, plasticity, and granular plasticity...564

H. Lee and S. Xu,  Numerical approximation on viscoelastic fluid-structure interaction problems.............................................................................................................................579

T. Iliescu and H. Liu and X. Xie, Regularized reduced order models  for a stochastic burgers equation............................................................................................................................594

M. Gunzburger, N. Jiang and M. Schneier,  A higher-order ensemble/proper orthogonal
decomposition method for the nonstationary Navier-Stokes equations......................608

I. Lyngaas and J. Peterson,  Using RBF-generated quadrature rules to solve nonlocal anomalous diffusion............................................................................................................628

L. Rebholz, S. Wise and M. Xiao, Penalty-projection schemes for the Cahn-Hilliard Navier-Stokes diffuse interface model of two phase flow, and their connection to  divergence-free coupled schemes...............................................................................................................649

V. John, S. Kaya and J. Novo,  Finite element error analysis of a mantle convection model................................................................................................................................677

A. Takhirov, M. Neda, J. Waters,  Modular nonlinear filter based time relaxation scheme for high Reynolds number flows..........................................................................................699

Y. Li, C. Trenchea,  Existence and ergodicity for the two-dimensional stochastic Boussinesq equation...................................................................................................................715

M. Neilan and D. Sap,  Macro Stokes elements on quadrilaterals....................................729

Volume  15,  Number  6 (2018)  --- Contents                       

 

V. Bokil and P. Sakkaplangkul,  Construction and analysis of weighted sequential            splitting FDTD methods for the 3D Maxwell's  equations......................................................747

Y. Cheng, Y. Cheng and H. Wang,  Local analysis of the local discontinuous Galerkin       method with the generalized alternating numerical flux for two-dimensional singularly             perturbed problem................................................................................................................785

E. Olson,  Model error in the LANS-alpha and NS-alpha deconvolution models of                      turbulence.............................................................................................................................811

H. Dong, Y. Nie, J. Cui, Z. Yang and Z. Wang,  Second-order two-scale analysis            method for dynamic thermo-mechanical problems of composite structures with cylindrical periodicity............................................................................................................................834

R. Broglia, K. Choi, P. Houston, L. Pasquale and P. Zanchetta,  Output feedback         control of flow separation over an aerofoil using plasma actuators..........................................864

J. Zhao, X. Yang, Y. Gong, X. Zhao, X. Yang, J. Li and Q. Wang,  A general strategy                for numerical approximations of non-equilibrium models--part I: thermodynamical systems.....884

 

 

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