Research

Current interests

  • Numerical linear algebra and scientific computing in general
  • f(A)b, i.e., the computation of a matrix function times a vector
  • Krylov subspace methods
  • Multilinear algebra
  • High-performance computing

You can follow me on ResearchGate, Google Scholar, or LinkedIn.

Schwebebahn, Wuppertal, Germany, 2016
block_Krylov_Luminy2019.pdf

For an overview of my thesis and related papers, check out the poster I presented at a recent conference at CIRM in Luminy, France. I'm quite fond of the color scheme, and the format is modified from the "better poster" LaTeX template.

Oberbaumbr├╝cke, Berlin, Germany, 2015

Past work and interests

Train schedule optimization

In the summer of 2015, I spent two months at the Zuse Institut Berlin working on train schedule optimization as a part of GRIPS (Graduate-level Research in Industrial Projects for Students), a program coordinated in part by the Institute for Pure and Applied Mathematics. A summary of my team's work is given in the following technical report:

Traffic modeling

As an undergraduate at Temple University, I researched traffic modeling under Benjamin Seibold. I presented my work, Five Dimensions of Traffic as a poster for the 2012 Undergraduate Research Symposium at Temple University and also for Mid-Atlantic Numerical Analysis Day 2012.