Highly accurate and key physical property preserving schemes have become increasingly important in the past years. Novel new concepts emerge beyond classical and conventional theories and applications of finite difference methods while maintaining inherited characteristics, including the algorithmic simplicity and reliability.
Numerous new ideas and and new computational algorithms in the area have provided sound and solid impacts to multiphysical and industrial applications.
This special issue will contain research papers from a highly selective editorial process, mainly from IMACS'16 Conference Minisymposium on Highly Accurate and Structure-Preserving Numerical Methods for Partial Differential Equations. Contributions from other highly vibrant IMACS minisymposiums with similar subject and scope may also be considered. The IMACS'16 will be held in Xiamen, China, in December 2016, and will be a major event in the applied and computational mathematics community around the world.
In addition, high quality papers from the SIAM Central State Annual Conference are sought.
The special issue will present the state of the art of the research in the aforementioned fields. The highest quality research papers will be solicited. All papers submitted will be rigorously reviewed and all accepted paper must be under 18 pages in length.
First submission date: December 1, 2016
Deadline for submission of full paper: April 1, 2017
Deadline for submission of revised manuscripts: July 1, 2017
Notification of acceptance: July 15, 2017
Date of publication: September, 2017
All papers must be submitted online via manuscript central through the IJCM website. https://mc.manuscriptcentral.com/commat
- Guest Editor: Qin Sheng, Baylor University, USA
- Guest Editor: Yi-Fa Tang, Chinese Academy of Sciences, China
- Guest Editor: Bruce Wade, University of Wisconsin in Milwaukee, USA
- Guest Editor: Yushun Wang, Nanjing Normal University, China