Wenjun Ying, Ph.D.
Affiliations: | 2005 | Duke University, Durham, NC |
Area:
Mathematics, Computer ScienceGoogle:
"Wenjun Ying"Parents
Sign in to add mentor| John A. Trangenstein | grad student | 2005 | Duke | |
| (A multilevel adaptive approach for computational cardiology.) | ||||
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Publications
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| Xie Y, Ying W. (2020) A fourth-order kernel-free boundary integral method for implicitly defined surfaces in three space dimensions Journal of Computational Physics. 415: 109526 |
| Beale JT, Ying W. (2019) Solution of the Dirichlet problem by a finite difference analog of the boundary integral equation Numerische Mathematik. 141: 605-626 |
| Ying W. (2018) A Cartesian Grid-Based Boundary Integral Method for an Elliptic Interface Problem on Closely Packed Cells Communications in Computational Physics. 24 |
| Beale JT, Ying W, Wilson JR. (2016) A Simple Method for Computing Singular or Nearly Singular Integrals on Closed Surfaces Communications in Computational Physics. 20: 733-753 |
| Ying W, Henriquez CS. (2015) Adaptive Mesh Refinement and Adaptive Time Integration for Electrical Wave Propagation on the Purkinje System. Biomed Research International. 2015: 137482 |
| Ying W, Wang WC. (2014) A kernel-free boundary integral method for variable coefficients elliptic pdes Communications in Computational Physics. 15: 1108-1140 |
| Ying W, Beale JT. (2013) A fast accurate boundary integral method for potentials on closely packed cells Communications in Computational Physics. 14: 1073-1093 |
| Ying W, Wang WC. (2013) A kernel-free boundary integral method for implicitly defined surfaces Journal of Computational Physics. 252: 606-624 |
| Han H, Huang Z, Ying W. (2013) A semi-discrete tailored finite point method for a class of anisotropic diffusion problems Computers & Mathematics With Applications. 65: 1760-1774 |
| Ying W, Rose DJ, Henriquez CS. (2008) Efficient fully implicit time integration methods for modeling cardiac dynamics. Ieee Transactions On Bio-Medical Engineering. 55: 2701-11 |