XZ
Xiaoming Zheng
Central Michigan University, University of Michigan, University of California at Irvine, University of Minnesota, University of California Irvine, Stony Brook University
About
Dr. Xiaoming Zheng got his Ph.D. from University of California at Irvine and now he works as Professor of Mathematics at Central Michigan University. His expertise is on mathematical biology and scientific computing.
Employment
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Central Michigan University Professor2020 - Present
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Central Michigan University Associate Professor2015 - 2020
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Central Michigan University Assistant Professor2009 - 2015
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University of Michigan Term Assistant Professor2006 - 2009
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University of California Irvine Postdoc Researcher and Lecturer2005 - 2006
Education
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University of California at Irvine PhD2003 - 2005
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University of Minnesota2000 - 2003
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Stony Brook University1999 - 2000
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Peking University Master of Science1996 - 1999
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Nanjing University Bachelor of Science1992 - 1996
Projects & Funding
Projects & funding information is unavailable.
Publications (42)
- Viscosity in error upper bound for a consistent splitting scheme of the Navier-Stokes equations Save
- Bistability analysis of a hybrid notch-delta signaling model in a single cell interacting with fixed external proteins Save
- Impact of reynolds number and slip/no-slip boundary condition on stratification in a two-dimensional boussinesq system Save
- A mathematical study of anti-VEGF and cytotoxic therapies of cancer with optimal control Save
- An iterative projection method for unsteady Navier–Stokes equations with high Reynolds numbers Save
- On 2D incompressible and density-dependent Navier–Stokes equations: global stabilization under dynamic Couette flow Save
- Editorial: Impacts of heterogeneity on biological complex systems Save
- Feedback control for fluid mixing via advection Save
- Global stability under dynamic boundary conditions of a nonlinear PDE model arising from reinforced random walks Save
- Numerical algorithms and simulations of boundary dynamic control for optimal mixing in unsteady Stokes flows Save