Journal of Computational Mathematics JCM Volume 36, Number 5

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Volume 43 - 2025
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Volume 42 - 2024
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Volume 41 - 2023
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Volume 40 - 2022
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Volume 39 - 2021
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Volume 38 - 2020
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Volume 37 - 2019
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Volume 36 - 2018
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Volume 35 - 2017
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Volume 34 - 2016
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Volume 33 - 2015
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Volume 32 - 2014
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Volume 30 - 2012
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Volume 27 - 2009
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Volume 26 - 2008
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Volume 24 - 2006
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Volume 23 - 2005
- Vol. 23, Issue 6 pp.561-672
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Volume 22 - 2004
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Volume 21 - 2003
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Volume 20 - 2002
- Vol. 20, Issue 6 pp.561-672
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- Vol. 20, Issue 3 pp.225-336
- Vol. 20, Issue 2 pp.113-224
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Volume 19 - 2001
- Vol. 19, Issue 6 pp.561-672
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- Vol. 19, Issue 3 pp.225-336
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- Vol. 19, Issue 1 pp.1-112
Volume 18 - 2000
- Vol. 18, Issue 6 pp.561-672
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- Vol. 18, Issue 3 pp.225-336
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Volume 17 - 1999
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- Vol. 17, Issue 1 pp.1-112
Volume 16 - 1998
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- Vol. 16, Issue 3 pp.193-288
- Vol. 16, Issue 2 pp.97-192
- Vol. 16, Issue 1 pp.1-96
Volume 15 - 1997
- Vol. 15, Issue 4 pp.289-384
- Vol. 15, Issue 3 pp.193-288
- Vol. 15, Issue 2 pp.97-192
- Vol. 15, Issue 1 pp.1-96
Volume 14 - 1996
- Vol. 14, Issue 4 pp.291-386
- Vol. 14, Issue 3 pp.195-290
- Vol. 14, Issue 2 pp.99-194
- Vol. 14, Issue 1 pp.1-98
Volume 13 - 1995
- Vol. 13, Issue 4 pp.291-386
- Vol. 13, Issue 3 pp.193-290
- Vol. 13, Issue 2 pp.95-192
- Vol. 13, Issue 1 pp.1-94
Volume 12 - 1994
- Vol. 12, Issue 4 pp.291-386
- Vol. 12, Issue 3 pp.195-290
- Vol. 12, Issue 2 pp.98-194
- Vol. 12, Issue 1 pp.1-97
Volume 11 - 1993
- Vol. 11, Issue 4 pp.289-384
- Vol. 11, Issue 3 pp.193-288
- Vol. 11, Issue 2 pp.99-192
- Vol. 11, Issue 1 pp.1-98
Volume 10 - 1992
- Vol. 10, Issue 4 pp.291-387
- Vol. 10, Issue 3 pp.193-289
- Vol. 10, Issue 2 pp.97-193
- Vol. 10, Issue 1 pp.1-97
Volume 9 - 1991
- Vol. 9, Issue 4 pp.291-387
- Vol. 9, Issue 3 pp.193-289
- Vol. 9, Issue 2 pp.97-193
- Vol. 9, Issue 1 pp.1-96
Volume 8 - 1990
- Vol. 8, Issue 4 pp.289-385
- Vol. 8, Issue 3 pp.195-288
- Vol. 8, Issue 2 pp.99-194
- Vol. 8, Issue 1 pp.1-98
Volume 7 - 1989
- Vol. 7, Issue 4 pp.321-417
- Vol. 7, Issue 3 pp.227-320
- Vol. 7, Issue 2 pp.98-225
- Vol. 7, Issue 1 pp.1-96
Volume 6 - 1988
- Vol. 6, Issue 4 pp.293-382
- Vol. 6, Issue 3 pp.193-292
- Vol. 6, Issue 2 pp.97-192
- Vol. 6, Issue 1 pp.1-97
Volume 5 - 1987
- Vol. 5, Issue 4 pp.287-382
- Vol. 5, Issue 3 pp.191-286
- Vol. 5, Issue 2 pp.95-190
- Vol. 5, Issue 1 pp.1-94
Volume 4 - 1986
- Vol. 4, Issue 4 pp.289-382
- Vol. 4, Issue 3 pp.191-288
- Vol. 4, Issue 2 pp.97-191
- Vol. 4, Issue 1 pp.1-96
Volume 3 - 1985
- Vol. 3, Issue 4 pp.289-384
- Vol. 3, Issue 3 pp.193-288
- Vol. 3, Issue 2 pp.97-192
- Vol. 3, Issue 1 pp.1-96
Volume 2 - 1984
- Vol. 2, Issue 4 pp.287-381
- Vol. 2, Issue 3 pp.189-286
- Vol. 2, Issue 2 pp.93-188
- Vol. 2, Issue 1 pp.1-92
Volume 1 - 1983
- Vol. 1, Issue 4 pp.303-383
- Vol. 1, Issue 3 pp.195-302
- Vol. 1, Issue 2 pp.99-194
- Vol. 1, Issue 1 pp.1-98

Volume 36, Number 5

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Approximations of Hypersingular Integrals for Negative Fractional Exponent

Chaolang Hu & Tao Lü

10.4208/jcm.1703-m2016-0544

J. Comp. Math., 36 (2018), pp. 627-643.

Preview Purchase PDF 2710 37405 Abstract

Heterogeneous Multiscale Method for Optimal Control Problem Governed by Elliptic Equations with Highly Oscillatory Coefficients

Liang Ge, Ningning Yan, Lianhai Wang, Wenbin Liu & Danping Yang

10.4208/jcm.1703-m2015-0433

J. Comp. Math., 36 (2018), pp. 644-660.

Preview Purchase PDF 2820 38041 Abstract

Decoupled, Energy Stable Scheme for Hydrodynamic Allen-Cahn Phase Field Moving Contact Line Model

Rui Chen, Xiaofeng Yang & Hui Zhang

10.4208/jcm.1703-m2016-0614

J. Comp. Math., 36 (2018), pp. 661-681.

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New Error Estimates for Linear Triangle Finite Elements in the Steklov Eigenvalue Problem

Hai Bi, Yidu Yang, Yuanyuan Yu & Jiayu Han

10.4208/jcm.1703-m2014-0188

J. Comp. Math., 36 (2018), pp. 682-692.

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Optimal Quadratic Nitsche Extended Finite Element Method for Interface Problem of Diffusion Equation

Fei Wang & Shuo Zhang

10.4208/jcm.1703-m2015-0340

J. Comp. Math., 36 (2018), pp. 693-717.

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A Full Discrete Stabilized Method for the Optimal Control of the Unsteady Navier-Stokes Equations

Yanmei Qin, Gang Chen & Minfu Feng

10.4208/jcm.1703-m2016-0693

J. Comp. Math., 36 (2018), pp. 718-738.

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Convergence Analysis of a Locally Accelerated Preconditioned Steepest Descent Method for Hermitian-Definite Generalized Eigenvalue Problems

Yunfeng Cai, Zhaojun Bai, John E. Pask & N. Sukumar

10.4208/jcm.1703-m2016-0580

J. Comp. Math., 36 (2018), pp. 739-760.

Preview Purchase PDF 2791 37832 Abstract

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