International Journal of Numerical Analysis and Modeling IJNAM Volume 18, Number 3

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Volume 22 - 2025
- Vol. 22, Issue 6 pp.755-924
- Vol. 22, Issue 5 pp.603-754
- Vol. 22, Issue 4 pp.459-602
- Vol. 22, Issue 3 pp.307-458
- Vol. 22, Issue 2 pp.139-306
- Vol. 22, Issue 1 pp.1-138
Volume 21 - 2024
- Vol. 21, Issue 6 pp.793-932
- Vol. 21, Issue 5 pp.609-792
- Vol. 21, Issue 4 pp.459-608
- Vol. 21, Issue 3 pp.315-458
- Vol. 21, Issue 2 pp.165-314
- Vol. 21, Issue 1 pp.1-164
Volume 20 - 2023
- Vol. 20, Issue 6 pp.739-895
- Vol. 20, Issue 5 pp.597-738
- Vol. 20, Issue 4 pp.459-595
- Vol. 20, Issue 3 pp.313-458
- Vol. 20, Issue 2 pp.153-312
- Vol. 20, Issue 1 pp.1-151
Volume 19 - 2022
- Vol. 19, Issue 6 pp.739-906
- Vol. 19, Issue 5 pp.603-737
- Vol. 19, Issue 4 pp.439-601
- Vol. 19, Issue 2-3 pp.157-438
- Vol. 19, Issue 1 pp.1-155
Volume 18 - 2021
- Vol. 18, Issue 6 pp.723-880
- Vol. 18, Issue 5 pp.569-721
- Vol. 18, Issue 4 pp.426-568
- Vol. 18, Issue 3 pp.287-425
- Vol. 18, Issue 2 pp.143-286
- Vol. 18, Issue 1 pp.1-141
Volume 17 - 2020
- Vol. 17, Issue 6 pp.767-928
- Vol. 17, Issue 5 pp.613-765
- Vol. 17, Issue 4 pp.457-612
- Vol. 17, Issue 3 pp.297-456
- Vol. 17, Issue 2 pp.151-296
- Vol. 17, Issue 1 pp.1-150
Volume 16 - 2019
- Vol. 16, Issue 6 pp.847-984
- Vol. 16, Issue 5 pp.681-846
- Vol. 16, Issue 4 pp.519-679
- Vol. 16, Issue 3 pp.375-518
- Vol. 16, Issue 2 pp.167-374
- Vol. 16, Issue 1 pp.1-166
Volume 15 - 2018
- Vol. 15, Issue 6 pp.747-918
- Vol. 15, Issue 4-5 pp.479-745
- Vol. 15, Issue 3 pp.307-478
- Vol. 15, Issue 1-2 pp.1-306
Volume 14 - 2017
- Vol. 14, Issue 6 pp.809-962
- Vol. 14, Issue 4-5 pp.477-807
- Vol. 14, Issue 3 pp.313-476
- Vol. 14, Issue 2 pp.153-311
- Vol. 14, Issue 1 pp.1-151
Volume 13 - 2016
- Vol. 13, Issue 6 pp.831-1002
- Vol. 13, Issue 5 pp.657-830
- Vol. 13, Issue 4 pp.493-655
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- Vol. 13, Issue 2 pp.179-317
- Vol. 13, Issue 1 pp.1-178
Volume 12 - 2015
- Vol. 12, Issue 4 pp.593-777
- Vol. 12, Issue 3 pp.401-591
- Vol. 12, Issue 2 pp.197-400
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Volume 11 - 2014
- Vol. 11, Issue 4 pp.657-865
- Vol. 11, Issue 3 pp.427-656
- Vol. 11, Issue 2 pp.254-426
- Vol. 11, Issue 1 pp.1-253
Volume 10 - 2013
- Vol. 10, Issue 4 pp.757-991
- Vol. 10, Issue 3 pp.509-755
- Vol. 10, Issue 2 pp.257-507
- Vol. 10, Issue 1 pp.1-256
Volume 9 - 2012
- Vol. 9, Issue 4 pp.777-1024
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- Vol. 9, Issue 1 pp.1-168
Volume 8 - 2011
- Vol. 8, Issue 4 pp.543-720
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Volume 7 - 2010
- Vol. 7, Issue 4 pp.607-805
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Volume 6 - 2009
- Vol. 6, Issue 4 pp.533-723
- Vol. 6, Issue 3 pp.355-531
- Vol. 6, Issue 2 pp.177-353
- Vol. 6, Issue 1 pp.1-176
Volume 5 - 2008
- Vol. 5, Issue 5 pp.1-170
- Vol. 5, Issue 4 pp.527-748
- Vol. 5, Issue 3 pp.353-526
- Vol. 5, Issue 2 pp.167-351
- Vol. 5, Issue 1 pp.1-166
Volume 4 - 2007
- Vol. 4, Issue 3-4 pp.307-743
- Vol. 4, Issue 2 pp.143-305
- Vol. 4, Issue 1 pp.1-142
Volume 3 - 2006
- Vol. 3, Issue 4 pp.377-524
- Vol. 3, Issue 3 pp.255-376
- Vol. 3, Issue 2 pp.125-254
- Vol. 3, Issue 1 pp.1-124
Volume 2 - 2005
- Vol. 2, Issue 4 pp.367-488
- Vol. 2, Issue 3 pp.241-366
- Vol. 2, Issue 2 pp.127-239
- Vol. 2, Issue 1 pp.1-126
- Vol. 2, Issue 0 pp.1-208
Volume 1 - 2004
- Vol. 1, Issue 2 pp.111-215
- Vol. 1, Issue 1 pp.1-110

Volume 18, Number 3

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Analysis of Rothe Method for a Variational-Hemivariational Inequality in Adhesive Contact Problem for Locking Materials

Xiaoliang Cheng, Hailing Xuan & Qichang Xiao

Int. J. Numer. Anal. Mod., 18 (2021), pp. 287-310.

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A Stabilizer Free Weak Galerkin Finite Element Method for General Second-Order Elliptic Problem

Ahmed Al-Taweel, Saqib Hussain, Runchang Lin & Peng Zhu

Int. J. Numer. Anal. Mod., 18 (2021), pp. 311-323.

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Error Estimates for the Laplace Interpolation on Convex Polygons

Weiwei Zhang, Long Hu, Zongze Yang & Yufeng Nie

Int. J. Numer. Anal. Mod., 18 (2021), pp. 324-338.

Preview Purchase PDF 2275 34776 Abstract

The Arbitrary Lagrangian-Eulerian Finite Element Method for a Transient Stokes/Parabolic Interface Problem

Ian Kesler, Rihui Lan & Pengtao Sun

Int. J. Numer. Anal. Mod., 18 (2021), pp. 339-361.

Preview Purchase PDF 2280 34612 Abstract

Stability of High Order Finite Difference Schemes with Implicit-Explicit Time-Marching for Convection-Diffusion and Convection-Dispersion Equations

Meiqi Tan, Juan Cheng & Chi-Wang Shu

Int. J. Numer. Anal. Mod., 18 (2021), pp. 362-383.

Preview Purchase PDF 2281 35123 Abstract

A Stochastic Gradient Descent Method for the Design of Optimal Random Interface in Thin-Film Solar Cells

Dan Wang, Yanzhao Cao, Qiang Li & Jihong Shen

Int. J. Numer. Anal. Mod., 18 (2021), pp. 384-398.

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A Positivity-Preserving and Convergent Numerical Scheme for the Binary Fluid-Surfactant System

Yuzhe Qin, Cheng Wang & Zhengru Zhang

Int. J. Numer. Anal. Mod., 18 (2021), pp. 399-425.

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