Shuwang Li
Affiliations: | Applied Mathematics | Illinois Institute of Technology, Chicago, IL, United States |
Area:
Mathematics, Applied MathematicsGoogle:
"Shuwang Li"
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Publications
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| Tang X, Li S, Lowengrub JS, et al. (2023) Phase field modeling and computation of vesicle growth or shrinkage. Journal of Mathematical Biology. 86: 97 |
| Lu MJ, Liu C, Lowengrub J, et al. (2020) Complex Far-Field Geometries Determine the Stability of Solid Tumor Growth with Chemotaxis. Bulletin of Mathematical Biology. 82: 39 |
| Zhao M, Salter G, Voller V, et al. (2020) Nonlinear simulation of shape-preserving delta growth Journal of Computational and Applied Mathematics. 380: 112967 |
| Lu M, Liu C, Li S. (2019) Nonlinear simulation of an elastic tumor-host interface Arxiv: Numerical Analysis. 7: 25-47 |
| Turian E, Liu K, Lowengrub J, et al. (2019) Morphological stability of an elastic tumor–host interface Journal of Computational and Applied Mathematics. 362: 410-422 |
| Pham K, Turian E, Liu K, et al. (2018) Nonlinear studies of tumor morphological stability using a two-fluid flow model. Journal of Mathematical Biology |
| Zhao M, Li X, Ying W, et al. (2018) Computation of a Shrinking Interface in a Hele-Shaw Cell Siam Journal On Scientific Computing. 40: B1206-B1228 |
| Hao W, Hu B, Li S, et al. (2018) Convergence of boundary integral method for a free boundary system Journal of Computational and Applied Mathematics. 334: 128-157 |
| Liu K, Marple GR, Allard J, et al. (2017) Dynamics of a multicomponent vesicle in shear flow. Soft Matter |
| Zhao M, Ying W, Lowengrub J, et al. (2017) An Efficient Adaptive Rescaling Scheme for Computing Moving Interface Problems Communications in Computational Physics. 21: 679-691 |