The Journal of Computational Mathematics published bi-monthly. It is an international journal covering all branches of modern computational mathematics such as numerical linear algebra, numerical optimization, computational geometry, numerical PDEs and inverse problems. Papers containing new ideas, creative approaches and/or innovative applications as well as invited reviews are expected to appear regularly in the journal.

JCM is a refereed international journal sponsored by the Institute of Computational Mathematics and Scientific/Engineering Computing (ICMSEC) of the Chinese Academy of Sciences.

• JCM's most recent SCI impact factor (2009) is 0.848. It is ranked 68/251 in mathematics and 98/201 in applied mathematics.
• JCM's SCI impact factor (2008) is 0.765, It is ranked 69/215 in mathematics and 93/175 in applied mathematics.
• JCM has the highest SCI impact factor (2007) among the mathematical journals published in China in 2007.
• JCM's special issue on Mathematical and Computational Developments on Maxwell's Equations (edited by Gang Bao, Zhiming Chen, Zhong-Ci Shi and Bo Zhang) is in issue 3 (2007).
• JCM's special issue on Adaptive and Multilevel Methods in Computational Electromegnatics (edited by Ralf Hiptmair and Jinchao Xu) is in issue 5 (2009).
• JCM's special issue on Recent Developments in Numerical Methods for Nonlinear Hyperbolic Partial Diffrential Equations and their Applications (edited by Tao Tang and Hongkai Zhao) is in issue 4 (2010).
  

• Ralf Hiptmair and Weiying Zheng Local Multigrid in H(Curl) (09/2009).
• Liuqiang Zhong, Shi Shu, Gabriel Wittum, Jinchao Xu Optimal error estimates for Nedelec edge elements for time-harmonic Maxwell's equations (09/2009).
• Shipeng Mao and Zhongci Shi Explicit Error Estimates for Mixed and Nonconforming Finite Elements (07/2009).
• Ziqing Xie, Zuozheng Zhang and Zhimin Zhang A Numerical Study of Uniform Superconvergence of LDG Method for Solving Singularly Perturbed Problems (03/2009).
• Dietrich Braess, Carsten Carstensen and Ronald H.W. Hoppe Error Reduction in Adaptive Finite Element Approximations of Elliptic Obstacle Problems (03/2009).
• Malte Braack and Gert Lube Finite Elements with Local Projection Stabilization for Incompressible Flow Problems (03/2009).

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