Andrea Bertozzi, Ph.D.

Applied Mathematics University of California, Los Angeles, Los Angeles, CA 
Nonlinear Partial Differential Equations, Applied Mathematics
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Mean distance: 26.15
Cross-listing: MathTree


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Andrew Joseph Majda grad student 1991 Princeton (MathTree)
 (Existence, Uniqueness, and a Characterization of Solutions to the Contour Dynamics Equation)


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Alan Gillette grad student 2006 UCLA
Benjamin P. Cook grad student 2007 UCLA
Hsiang-Wei Lu grad student 2007 UCLA (Physics Tree)
Julia A. Dobrosotskaya grad student 2009 UCLA
Yanghong Huang grad student 2010 UCLA
Yifei Lou grad student 2010 UCLA
Jacob Philip Bedrossian grad student 2011 UCLA
Alexander S. Chen grad student 2011 UCLA
Wenhua Gao grad student 2011 UCLA
Wangyi Liu grad student 2011 UCLA
Matthew R. Mata grad student 2011 UCLA
Nancy Rodriguez grad student 2011 UCLA
Rachel A. Hegemann grad student 2012 UCLA
Erik A. Lewis grad student 2012 UCLA
Laura Michelle Smith grad student 2012 UCLA
James H. von Brecht grad student 2012 UCLA
Tijana Kostic grad student 2013 UCLA
Alexey D. Stomakhin grad student 2013 UCLA
Hui Sun grad student 2013 UCLA
Joseph R. Zipkin grad student 2014 UCLA
Alan P. Mackey grad student 2015 UCLA


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Mark S. Cohen collaborator UCLA
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Parkinson C, Arnold D, Bertozzi AL, et al. (2019) Optimal human navigation in steep terrain: a Hamilton–Jacobi–Bellman approach Communications in Mathematical Sciences. 17: 227-242
Arnold DJ, Fernandez D, Jia R, et al. (2019) Modeling Environmental Crime in Protected Areas Using the Level Set Method Siam Journal On Applied Mathematics. 79: 802-821
Wang B, Yin P, Bertozzi AL, et al. (2019) Deep Learning for Real-Time Crime Forecasting and Its Ternarization Chinese Annals of Mathematics, Series B. 40: 949-966
Zhu W, Chayes V, Tiard A, et al. (2017) Unsupervised Classification in Hyperspectral Imagery With Nonlocal Total Variation and Primal-Dual Hybrid Gradient Algorithm Ieee Transactions On Geoscience and Remote Sensing. 55: 2786-2798
Merkurjev E, Bertozzi A, Yan X, et al. (2017) Modified Cheeger and ratio cut methods using the Ginzburg–Landau functional for classification of high-dimensional data Inverse Problems. 33: 074003
Thomas JC, Goronzy DP, Dragomiretskiy K, et al. (2016) Mapping Buried Hydrogen-Bonding Networks. Acs Nano
Bertozzi AL, Kolokolnikov T, Sun H, et al. (2015) Ring patterns and their bifurcations in a nonlocal model of biological swarms Communications in Mathematical Sciences. 13: 955-985
Koniges A, Masters N, Fisher A, et al. (2015) Multi-material ALE with AMR for modeling hot plasmas and cold fragmenting materials Plasma Science and Technology. 17: 117-128
ZIPKIN JR, SCHOENBERG FP, CORONGES K, et al. (2015) Point-process models of social network interactions: Parameter estimation and missing data recovery European Journal of Applied Mathematics
Meyer TR, Ziegler D, Brune C, et al. (2014) Height drift correction in non-raster atomic force microscopy. Ultramicroscopy. 137: 48-54
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