Casey Rodriguez
I am a sixth year graduate student at the University of Chicago,
and
my adviser is Carlos Kenig.
My research interests
are primarily in the study of nonlinear dispersive equations.
Contact Information
Department of Mathematics
University of Chicago
5734 South University Avenue
Chicago, IL 60637
Office: TAAC 27
Email: crod216 at math dot uchicago dot edu
Vita
Papers and Preprints

Conditional stable soliton resolution for a semilinear Skyrme equation
Preprint (2017), 49 pages.

Soliton resolution for equivariant wave maps on a wormhole: II
Preprint (2016), 39 pages.

Soliton resolution for equivariant wave maps on a wormhole: I
Preprint (2016), 64 pages.

Scattering for radial energysubcritical wave equations
Preprint (2016), to appear in Comm. Partial Differential Equations, 28 pages.

Profiles for the radial focusing energycritical wave equation in odd dimensions
Adv. Differential Equ., 21 (2016), 505570.

A partial data result for less regular conductivities in admissible geometries
Inverse Probl. Imag., 10 (2016), 247262.
Slides from talks

Soliton resolution for equivariant wave maps on a wormhole
These are slides from a short talk given at the FRG Conference at MIT in the Fall of 2016.