Faculty

	Henry Adams Applied topology, computational topology and geometry, combinatorial topology, metric geometry, machine learning, and sensor networks.

	Peter Bubenik My research is on applied topology and more specifically, topological data analysis, which studies the shape of data. More precisely, it consists of combining ideas from topology, statistics and machine learning to develop new tools for summarizing and visualizing large, complex, high-dimensional data; developing a general framework which quantifies topological changes using ideas from algebraic topology, algebra and category theory; and working with collaborators to use these ideas to analyze data.
	Luca Di Cerbo Differential and Algebraic Geometry, Geometric Topology
$dranishnikov$	Alexander Dranishnikov Geometry and Topology: Coarse geometry, Geometric Group Theory, Coxeter groups, Cohomological dimension, Topology of manifolds, LS-category, Topological robotics.
	David Groisser Differential geometry, Global analysis, Gauge theory, Applications of differential geometry to image-analysis

$kpk$	Kevin Knudson Computational topology, discrete Morse theory, homology of linear groups, undergraduate education

	Hubert Wagner Data Science