Nicholas F. Marshall
Applied Mathematics Program
Department of Mathematics
Arthur K. Watson Hall
51 Prospect Street
New Haven, CT 06511 USA
Office: AKW 102
- I am an applied
math PhD student at Yale University, and
my advisors are Raphy
- My research interest is in harmonic analysis and its applications.
- In particular, I am interested in problems that involve interplay between
analysis, geometry, and probability.
- During the summer of 2018 I was a mentor for the
SUMRY undergraduate research program.
- Here's a photo of me while studying Math in Moscow.
Approximating mixed Hölder functions using random samples
Manifold learning with bi-stochastic kernels
IMA Journal of Applied Mathematics (accepted), 2018.
Stretching convex domains to capture many lattice points
International Mathematics Research Notices (to appear), 2018.
Triangles capturing many lattice points
Mathematika, 64(2):551—582, 2018.
The Stability of the First Neumann Laplacian Eigenfunction
Under Domain Deformations and Applications
Time Coupled Diffusion Maps
Applied and Computational Harmonic Analysis,
Extracting Geography from Trade Data
Yuke Li, Tianhao Wu,
Physica A, 473:205-212, 2017.