nLab Jonathan Scott

• Institute page

Selected writings

On the Pontrjagin ring-structure on the homology of loop spaces:

• Jonathan A. Scott, Algebraic Structure in the Loop Space Homology Bockstein Spectral Sequence, Transactions of the American Mathematical Society 354 8 (2002) 3075-3084 [jstor:3073034]

On the Adams-Hilton model for the Pontrjagin ring-structure on the singular chain complex of a based loop space:

• Kathryn Hess, Paul-Eugène Parent, Jonathan Scott, Andrew Tonks, A canonical enriched Adams-Hilton model for simplicial sets, Advances in Mathematics 207 2 (2006) 847-875 [doi:10.1016/j.aim.2006.01.013, arXiv:math/0408216]

On category theoretic aspects of persistence objects (as used in topological data analysis:

• Peter Bubenik, Jonathan Scott Categorification of Persistent Homology, Discrete & Computational Geometry 51 (2014) 600-627 [doi:10.1007/s00454-014-9573-x]

category: people