RESUMECV_Chenxi_Guo
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Chenxi Guo received a Ph.D. in Applied Mathematics from Columbia University where she also earned an M.S. in Applied Mathematics. She holds B.S. degrees in Mathematics from Universit ́e des Sciences et Technologies in France and Harbin Institute of Technology in China. Her research focuses on analytical and numerical methods for partial differential equations, probability and statistics, and stochastic analysis. She has published several papers in peer-reviewed journals on inverse problems and imaging.
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RESUMECV_Chenxi_Guo
- 1. CHENXI GUO 1 River Court, Apt 0210, Jersey City, NJ, 07310. Tel: (646)4200850, Email: cg2597@columbia.edu EDUCATION • Ph.D., Applied Mathematics, Columbia University, 2010-2015. • M.S., Applied Mathematics, Columbia University, 2010-2011. GPA 4.0/4.0. • B.S., Mathematics, Universit´e des Sciences et Technologies, France, 2008-2010. Rank No.1 among 122 students. • B.S., Mathematics and Applied Mathematics, Harbin Institute of Technology, China, 2005-2007. Rank No.1 among 52 students. EMPLOYMENT • Graduate Research Assistant, Columbia University, Fall 2012 - Spring 2014. • Graduate Teaching Assistant, Columbia University, Fall 2010 - Spring 2012, – Computational Math: Intro-Numerical Methods – Applied Functional Analysis – Functions of a Complex Variable – Principles of Applied Mathematics LANGUAGES • Chinese(native language), French(fluent), English(fluent). SKILLS • Analytical and Numerical methods for PDEs, Probability and Statistics, Stochastic Analysis, Inverse Problems. • Matlab, C++, LaTex. RESEARCH EXPERIENCE • Derived reconstruction algorithms for hybrid inverse problems with internal measurements. • Runge approximation for anisotropic Maxwell’s equations. • Numerical simulation for reconstruction algorithms with optimization methods. • I am also interested in stochastic processes, time series analysis and Kalman filter. PUBLICATIONS • Linearized internal functionals for anisotropic conductivities, (with Guillaume Bal and Fran¸cois Monard), Inv. Probl. and Imaging 8.1 (2014). • Inverse anisotropic conductivity from internal current densities, (with Guillaume Bal and Fran¸cois Monard), Inverse Problems 30.2 (2014). • Reconstruction of complex-valued tensors in the Maxwell system from knowledge of internal magnetic field, (with Guillaume Bal), Inv. Probl. and Imaging 8.4 (2014). • Imaging of anisotropic conductivities from current densities in two dimensions, (with Guillaume Bal and Fran¸cois Monard), SIAM J. Imaging Sci. 7.4 (2014). • Imaging of complex-valued tensors in the Maxwell system from internal magnetic fields, (with Guillaume Bal), preprint. CONFERENCE AND SEMINAR PRESENTATIONS • Conference on Inverse Problems in honor of Gunther Uhlmann, June 20, 2012, University of California Irvine: ”Linearized internal functionals for anisotropic conductivities”. • Inverse Problems in Applied Mathematics seminar, Oct 19, 2013, Columbia University: ” Reconstruction of tensors from internal current densities”.