| LC control no. | nr 91017363 |
|---|---|
| Descriptive conventions | rda |
| Personal name heading | Bertozzi, Andrea L. |
| Variant(s) | Bertozzi, Andrea Bertozzi, Andrea Louise |
| Other standard no. | 0000000109714163 0000000303967391 51931478 Q4754971 |
| Associated country | United States |
| Associated place | Los Angeles (Calif.) |
| Birth date | 1965 |
| Field of activity | Mathematics Fluid dynamics Differential equations, Nonlinear Differential equations, Partial Applied mathematics |
| Affiliation | University of California, Los Angeles University of California, Los Angeles. Department of Mathematics University of California, Los Angeles. Mechanical, Aerospace, and Nuclear Engineering Department Duke University. Mathematics Department Duke University. Department of Physics Princeton University |
| Profession or occupation | College teachers University and college faculty members Mathematicians |
| Found in | Her Existence, uniqueness and a characterization of solutions to the contour dynamics equation, 1991: t.p. (Andrea L. Bertozzi) Vorticity and the mathematical theory of incompressible fluid flow, 2001: CIP t.p. (Andrea L. Bertozzi; Duke University) data sht. (dob 1965) Wikipedia via WWW, viewed on 11/03/2020 (Andrea Bertozzi; Andrea Louise Bertozzi (born 1965) is an American mathematician. Her research interests are in non-linear partial differential equations and applied mathematics; She earned her bachelor, master and PhD's degrees (1991) from Princeton University; Prior to joining UCLA in 2003, Bertozzi was an L. E. Dickson Instructor at the University of Chicago, and then Professor of Mathematics and Physics at Duke University) CV, viewed March 21, 2024 (Andrea L. Bertozzi; Ph.D., Mathematics, Princeton, 1991; associate/professor Duke University, Department of Mathematics, 1995-2004; associate/professor Duke University, Department of Physics, 1998-2004; professor, UCLA Department of Mathematics, 2003- ; professor, UCLA Department of Mechanical and Aerospace Engineering, 2018- ; director of Applied Mathematics, UCLA, 2005- ; Betsy Wood Knapp Chair for Innovation and Creativity, UCLA, 2012- ; UCLA distinguished professor, 2018- ; research areas include nonlinear partial differential equations, thin films and moving contact lines, fluid dynamics, image processing, swarming dynamics, and high dimensional data analysis) <https://www.math.ucla.edu/~bertozzi/vita/vita.html> |
| Associated language | eng |
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