Current Position:

Previous positions:

Education:


Section of slowness surface
for transversely isotropic media
(MAPLE© generated,
A. Mazzucato & L. Rachele)
FEM solution of the Laplace equation
in a crack domain with Dirichlet b. c.
( Courtesy H. Li & V. Nistor ©)

Research Interests:

  • Fluid Mechanics: properties of mild and weak solutions to the 3D Navier-Stokes equations, 2D and QG turbulence, vanishing viscosity limit.

  • Elasticity: well-posedness and regularity of anisotropic elastostatics in generalized polyhedral domains (with applications to FEM), 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, transient elastography.

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


Course information


Curriculum Vitae



© Anna Mazzucato
Last modified: Wed Jan 16 09:14:22 EST 2008