My real name: Matthew Kehoe.

Background: Applied math PhD at UIC, researched computational methods for plasmonics and optics with advisor David Nicholls. I am currently a data scientist at Elder Research. I previously worked at Workforce Software, Argonne National Laboratory (ANL), Michigan Tech Research Institute (MTRI), and the Cold Regions Research and Engineering Laboratory (CRREL). I enjoy investigating a variety of problems in computational science (focusing on computational scattering, inverse acoustic and electromagnetic theory, moving target recognition, and zeros of the $\zeta$ function) and learning new programming languages.

Here's my PhD thesis: https://matthewshawnkehoe.github.io/files/kehoe_thesis.pdf

Broadly, my mathematical interests are in numerical analysis, water waves, root-finding algorithms, partial differential equations, computational electromagnetics, and the Riemann zeta function.

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• MSRI Summer Schools (for graduate students)
• Real Not Complex (free resources for a variety of math courses)
• MIT OpenCourseWare