Current Position:
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Photo by Pawel Konieczny. |
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Awards
- 2011 Ruth I. Michler Memorial Prize, awarded by the Association for Women in Mathematics.
Previous positions:
- Michler Visiting Fellow, Spring 2012, Cornell University.
- Long-term visitor, Institute for Mathematics and its Applications, January-June 2010.
- Assistant Professor, Penn State University, 2003-2009
- Gibbs Instructor, Yale University, 2000-2003 (on-leave 2001-2002)
- Postdoctoral Associate, Institute for Mathematics and its Applications, January-June 2002
- Postdoctoral Fellow, Mathematical Sciences Research Institute, August-December 2001
- Liftoff Fellow, Clay Mathematics Institute, June-July 2000
Education:
- Ph.D. Mathematics, University of North Carolina at Chapel Hill , 2000. Adviser: Michael E. Taylor.
- B.S./M.S. Physics, Milan University, Italy, 1994. Adviser: Paolo Cotta-Ramusino.
Conferences
- A Conference on Partial Differential Equations Analytic and Geometric Aspects in honor of Michael Taylor's 65th birthday, UNC-Chapel Hill, July 16-20, 2012.
- Workshop on the Mathematics of Financial Risk Management, Penn State, May 10-11, 2012.
- 3rd Workshop in Fluids and PDE, June 27 - July 1, 2011, Campinas, Brazil.
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Ensemble of Bred Vectors for a model of Thermohaline Circulation (MATLAB © generated, N. Balci, A. Mazzucato, J. Restrepo, and G. Sell) |
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| FEM solution of the
Laplace equation in a crack domain with Dirichlet b. c. (Generated using C code, available here , H. Li and V. Nistor.) | |||||||
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| Section of slowness
surface for transversely isotropic media (MAPLE© generated, A. Mazzucato & L. Rachele) |
Research Interests.
Analysis of Partial Differential Equations:- Fluid Mechanics: properties of mild and weak solutions to the 3D Navier-Stokes equations, 2D and QG turbulence (in particular dissipation of energy and enstrophy), vanishing viscosity limit.
- Elasticity: well-posedness and regularity of anisotropic elastostatics in generalized polyhedral domains (with applications to the Finite Element Method), quasi-static crack formation, wave propagation in anisotropic elastic media.
- Inverse Problems: unique determination of elastic moduli from dynamic displacement-traction boundary measurements in anisotropic elastic media (specifically for transversely isotropic media), transient elastography, option pricing.
Research partially supported by grants
from
the National Science Foundation, Division of
Mathematical Sciences.
Fields of Expertise:
- Harmonic and Microlocal Analysis.
- Analyis of Partial Differential Equations.
- Global analysis, analysis on Manifolds.
Publications
Students
Course information
Curriculum Vitae
© Anna Mazzucato Last modified: Tue Mar 19 12:14:22 EDT 2013