Fourth-year PhD Student in Applied Math
Courant Institute, NYU
Advisor: Mike O'Neil
About me
I work on fast integral equation solvers for wave scattering problems with applications in electromagnetic and acoustic phenomena. I am originally from Portland, Oregon and did my undergraduate degree in Applied Math at the University of Washington, Seattle.
Current Project
The total field of a spring-scattering problem for an attenuated wave equation.
Publications
An artificially-damped Fourier method for dispersive evolution equations
Applied Numerical Mathematics (2023)
arXiv:2301.05789
Applied Numerical Mathematics (2023)
arXiv:2301.05789