Noah Stevenson's Curriculum Vitae |
Email: stevenson "at" princeton.edu
Gravity driven traveling bore wave solutions to the free boundary incompressible Navier-Stokes equations. arXiv.
Stationary wave solutions to two dimensional viscous shallow water equations: theory of small and large solutions. arXiv.
Periodic gravity-capillary roll wave solutions to the inclined viscous shallow water equations in two dimensions. Journal. arXiv.
The traveling wave problem for the shallow water equations: well-posedness and the limits of vanishing viscosity and surface tension. arXiv.
Well-posedness of the stationary and slowly traveling wave problem for the free boundary incompressible Navier-Stokes equations. Journal. arXiv.
Well-posedness of the traveling wave problem for the free boundary compressible Navier-Stokes equations. arXiv.
Traveling wave solutions to the multilayer free boundary incompressible Navier-Stokes equations. Journal. arXiv.
A truncated real interpolation method and characterizations of screened Sobolev spaces. Journal. arXiv.
Analysis of micropolar fluids: existence of potential microflow solutions, nearby global-well-posedness, stability and attractiveness. Journal. arXiv.
Doctor of Philosophy in Mathematics Candidate - Princeton University (August 2021-Present)
Advisor: Alexandru Ionescu
Master of Science in Mathematics - Carnegie Mellon University (Oct 2019-May 2021)
Honors Degree Program: undergraduate and master degree programs completed simultaneously
Advisor: Ian Tice
Thesis: Miscellaneous Analysis of Micropolar Fluids, Screened Sobolev Spaces, and Multilayer Free Boundary Incompressible Navier-Stokes Equations
Bachelor of Science in Mathematics - Carnegie Mellon University (August 2017 - May 2021)
GPA: 4.00/4.00
Mathematical Studies Program: honors undergraduate course sequence in analysis and algebra
Minor in Physics
Awards, Grants, & Scholarships
Princeton University Department of Mathematics Merit Award, 2021
National Science Foundation (NSF) Graduate Research Fellowship (GRF) recipient, 2021
Summer Research in Partial Differential Equations Grant recipient, both in 2019 and 2020
Barry M. Goldwater Scholar, 2020 - 2021
Roger N. Pedersen Memorial Award recipient, 2019-2020
Richard A. Moore Scholar, 2018-2019