K

WELCOME

GREGORY   HENSELMAN-PETRUSEK   

Curriculum Vitae

[2022]   CV

 

Doctoral Thesis

[2017]   Matroids and Canonical Forms: Theory and Applications

 

Publications

[2021]   L. Li, C. Thompson, G. Henselman-Petrusek, C. Giusti, L. Ziegelmeier, Minimal Cycle Representatives in Persistent Homology using Linear Programming: an Empirical Study with User’s Guide.

[2021]   M. Kumar, et al. BrainIAK: The Brain Imaging Analysis Kit

[2019]   G. Henselman-Petrusek, S. Segert, B. Keller, M. Tepper, J. D. Cohen Geometry of Shared Representations

[2019]   A. Hylton, G. Henselman-Petrusek, J. Sang, R. Short Tuning the performance of a computational persistent homology package

[2019]   C. Ellis, M. Lesnick, G. Henselman-Petrusek, B. Keller, J. D. Cohen Feasibility of topological data analysis for event-related fMRI

[2014]   G. Hensleman and P. Dlotko Combinatorial Invariants of Multidimensional Topological Network Data

 

Preprints

[2021]   G. Henselman-Petrusek and R. Ghrist Saecular persistence

[2021]   J. Leygonie & G. Henselman-Petrusek Algorithmic reconstruction of the fiber of persistent homology on cell complexes

[2021]   H. Hang, C. Giusti, L.Ziegelmeier, G. Henselman-Petrusek U-match factorization: sparse homological algebra, lazy cycle representatives, and dualities in persistent (co)homology

[2020]   G. Henselman-Petrusek, T. Giallanza, S. Musslick, and J. D. Cohen Multitasking networks use multiaffine representations to direct flow of feature data

[2019]   G. Henselman-Petrusek Semitopological coproducts and free objects on N totally ordered sets in some categories of complete, distributive, modular, and algebraic lattices

[2017]   G. Henselman and R. Ghrist Matroid filtrations and computational persistent homology

 

Software

[2019-Present]   Exact Homological Algebra for Computational Topology (ExHACT)

[2017-Present]   Intel-PNI Collaboration: manifolds repository for geometry, topology of brain image data

[2016-Present]   Eirene library for computational persistence

 

Funding

[2019]   Principal Investigator, Exact Homological Algebra for Computational Topology (ExHACT). Joint between University of Oxford, Princeton University, Macalester College, University of Delaware. Total award 510k USD.