NSF/DHS FODAVA - MSU Foundations of Data and Visual Analytics

With FODAVA-project support,  the MSU team has written29 peer-reviewed journal papers, of which 18 have been published or acceptedsince August 2009. In addition, the MSU team has also published 4 peer-reviewedconference papers. Below are some selected publications.

25. Sigal Gottlieb, Guo-Wei Wei, and Shan Zhao, A unified discontinuous Galerkin  framework for time integration  (46 pages), (2010)

24. Langhua Hu, Duan Chen and Guo-Wei Wei,  Geometry and phonon effects  on nano transistors and  sensors. (2011).

23. Duan Chen and Guo-Wei Wei,  Quantum dynamics in  continuum models for  proton transport III:  Generalized correlation  (2011)

22. Langhua Hu, Qiong Zheng, Siyang Yang and Guo-Wei Wei,  PDE transform for  hyperbolic conservation laws, (2011)

21. Yang Wang, Guo-Wei Wei and Siyang  Yang, Mode decomposition filters, (2011).

20. Qiong Zheng, ZhanChen and Guo-Wei  Wei, Differential geometry  based ion transport  models I: Basic formulation. (2011)

19. Qiong Zheng, Siyang Yang and Guo-Wei  Wei, Molecular surface generation using PDE transform. (2011)

18. Yang Wang, Guo-Wei Wei and Siyang  Yang, Partial differential equation transform--- variational formulation and Fourier analysis, International Journal forNumerical Methods in Biomedical Engineering,  accepted, (2011).

17. Kelin Xia, Meng Zhan, Decheng Wan and Guo-Wei  Wei, Move-mesh based matched  interface and boundary  (MIB) method for  elliptic interface problems.  (2011)

16. Yang Wang, Guo-Wei Wei and Siyang  Yang, Model decomposing evolution  equations, Journal of ScientificComputing, revised  (2011).

15. Zhan Chen and G. W. Wei, Differential  geometry based salvation  model III: Quantum  formulation (35 pages). (2011).

14. Duan Chen, Zhan Chen and Guo-Wei  Wei, Quantum dynamics  in continuum models  for proton transport  II: Variational solvent-solute interface,  International Journal for Numerical  Methods in Biomedical Engineering,revised (2011)

13. Duan Chen and Guo-Wei Wei, Quantum  dynamics in continuum  models for proton  transport I: Basic formulation,  (2011)

12. Qiong Zheng and Guo-Wei  Wei, Poisson-Boltzmann-Nernst-Planck model. Journal of Chemical  Physics, 134 (19), 194101,  (2011)

11. Kelin Xia, Meng Zhan and Guo-Wei Wei,  The matched interface  and boundary (MIB) method   for multi-domain ellipticinterface problems.  Journal of Computational  Physics , 230, 8231–8258 (2011)

10. Yang Wang, Guo-Wei Wei and SiyangYang, Empirical model decomposition using local spectral  evolution kernels, Journal of ScientificComputing, in press (2011).

9. Qiong Zheng, Duan Chen and Guo-Wei  Wei, Second-order Poisson-Nernst-Planck solver for ion  transport. Journal of Computational  Physics, 230, 5239-5262 (2011)

8. Zhan Chen, Nathan Baker and G. W.  Wei, Differential geometry  based salvation  model II: Lagrangianformulation (62 pages), Journal of  Mathematical Biology,   available online  (2011).

7. Weihua Geng and G.W. Wei, Multiscale molecular dynamics  via the matched interface and  boundary (MIB) method, Journal of  Computational Physics,  230, 435-457 (2011).

6. Duan Chen, Zhan Chen, Changjun Chen, Weihua Geng and Guo-Wei  Wei, MIBPB: A software package forelectrostatic analysis,  Journal of Computational  Chemistry, 32, 756–770 (2011).

5. G. W. Wei, Lalita Udpa,Yang Wangand Shan Zhao, Editorial: Mathematical methods for images and surfaces,   International   Journal of Biomedical  Imaging, Volume 2010, Article ID 918467, 3 pages(2010).

4. Zhan Chen, Nathan Baker and G. W. Wei, Differential  geometry based solvation model   I: Eulerian formulation, Journal of Computational Physics, 229, 8231-8258 (2010).

3. Duan Chen and Guo-Wei Wei, Modeling and  simulation of nano-electronicdevices, Journal of  Computational Physics, 229, 4431-4460, (2010).

2. Changjun Chen, RishuSaxena, and Guo-WeiWei, Differential geometry  based multiscale modelfor virus capsid  dynamics, Int.   J. Biomed Imaging,  Volume 2010, Article ID 308627, 9pages(2010).

1. Guo-Wei,Wei, Differential geometry  based multiscale models, Bulletin   of Mathematical Biology,  volume 72, 1562-1622,  (2010).