I am a Tenure-Track Assistant Professor at the Department of Mathematics, Syracuse University, USA. My research interest lies in numerical linear algebra with applications in Computational Fluid Dynamics (CFD). My PhD advisor is Professor Howard Elman (UMD at College Park) and my postdoc mentor is Professor Sarah Olson (WPI).
A video of the talk that I gave in the minisymposium on Krylov methods at the SIAM Applied Linear Algebra conference, 2015
The main file for the abscissa is real_abscissa_initial and the main file for the radius is real_radius.
These matrices are used as test cases in some of my papers.
I am also developing a new course MAT 503: Matrix Methods for Data Science.
The four undergraudate students worked on this project were Cody FitzGerald (Univeristy of New Hampshire, now a graduate student at University of Utah), Alexis Gambino (Southern Methodist University), James Keane (University of Central Oklahoma) and China Mauck (Grinnell College, now also a graduate student at University of Utah). A major issue with modeling fish population dynamics is tracking the movement of multiple species among multiple regions. We explored different veins of models, including data-driven and PDE models.