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 20  Number 1-6 (2023)

Volume 19  Number 1-6 (2022)

Volume 18  Number 1-6 (2021)

Volume 17  Number 1-6 (2020)

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)

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 2022

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

                                                     

              Volume 20  (2023)                  

(all papers can be downloaded at the page numbers)                        

                         

 

Volume  20,  Number  5 (2023)  --- Contents                

                             

Y. Zhang and Y. Zhou,  A finite volume element solution based on postprocessing technique over arbitrary convex polygonal meshes...............................................597

 

M. Baccouch,  A posteriori error analysis for an ultra-weak discontinuous              Galerkin approximations of nonlinear second-order two-point boundary-value                      problems............................ ...............................................................................618

 

D. Li, Y. Li and Z. Yuan,  A new weak Galerkin method with weakly                   enforced Dirichlet boundary condition...................................................................647

 

M. Dallas and S. Pollock,   Newton-Anderson at singular points.........................667

 

J. Xu, J. Zhao and Y. Zhao,  Numerical approximations of                                            the Allen-Cahn-Ohta-Kawasaki equation with modified physics-informed                    neural networks (PINNs).....................................................................................693

 

J. Ding, S. Xu and Z. Li,   Fractional order learning methods for nonlinear system               identification based on fuzzy neural network........................... ................................709

 

A. L. Yang,   A novel deep neural network algorithm for the Helmholtz                  scattering problem in the unbounded domain...........................................................724

Volume  20,  Number  6 (2023)  --- Contents                

                             

C. Wang, W. Deng and X. Tang,  A sharp $\alpha$-robust $L1$ scheme                     on graded meshes for two-dimensional time tempered fractional Fokker-Planck                    equation.................................................................................................................739

M. Baccouch,  A  Posteriori error estimates for a local discontinuous Galerkin                     approximation of semilinear second-order elliptic problems on Cartesian grids.........772

J. A. Fiordilino and M. Winger,  Unconditionally energy stable and first-order          accurate numerical schemes for the heat  equation with uncertain                       temperature-dependent conductivity.....................................................................805

B. Bialecki and N. Fisher,   Orthogonal spline collocation for Poisson's                             
equation with Neumann boundary conditions......................................................
....832

X. Ye and S. Zhang,  A conforming DG method for the biharmonic equation                    on polytopal meshes............................................................................................855

C. Attanayake, S-H Chou and Q. Deng,   High-order enriched finite element           methods for elliptic interface problems with discontinuous solutions....................870

 

 

 

 

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