Follow
Christopher Schommer-Pries
Christopher Schommer-Pries
Assistant Professor of Mathematics, University of Notre Dame
Verified email at nd.edu - Homepage
Title
Cited by
Cited by
Year
The classification of two-dimensional extended topological field theories
CJ Schommer-Pries
University of California, Berkeley, 2009
2072009
On the unicity of the homotopy theory of higher categories
C Barwick, C Schommer-Pries
arXiv preprint arXiv:1112.0040, 2011
1002011
On the unicity of the homotopy theory of higher categories
C Barwick, C Schommer-Pries
arXiv preprint arXiv:1112.0040, 2011
1002011
Central extensions of smooth 2–groups and a finite-dimensional string 2–group
CJ Schommer-Pries
Geometry & Topology 15 (2), 609-676, 2011
982011
Dualizable tensor categories
C Douglas, C Schommer-Pries, N Snyder
American Mathematical Society 268 (1308), 2020
862020
Modular categories as representations of the 3-dimensional bordism 2-category
B Bartlett, CL Douglas, CJ Schommer-Pries, J Vicary
arXiv preprint arXiv:1509.06811, 2015
852015
The balanced tensor product of module categories
CL Douglas, C Schommer-Pries, N Snyder
Kyoto Journal of Mathematics 59 (1), 167-179, 2019
542019
Dualizable tensor categories
C Douglas, C Schommer-Pries, N Snyder
Memoirs of the American Mathematical Society, 2018
362018
The classification of two-dimensional extended topological field theories. ProQuest LLC
CJ Schommer-Pries
Ann Arbor, MI, 4, 2009
242009
Extended 3-dimensional bordism as the theory of modular objects
B Bartlett, CL Douglas, CJ Schommer-Pries, J Vicary
arXiv preprint arXiv:1411.0945, 2014
232014
Invertible topological field theories
C Schommer-Pries
arXiv preprint arXiv:1712.08029, 2017
202017
On the unicity of the theory of higher categories
C Barwick, C Schommer-Pries
Journal of the American Mathematical Society 34 (4), 1011-1058, 2021
152021
Tori detect invertibility of topological field theories
C Schommer-Pries
Geometry & Topology 22 (5), 2713-2756, 2018
152018
On the Unicity of the Homotopy Theory of Higher Categories,(2013)
C Barwick, C Schommer-Pries
arXiv preprint arXiv:1112.0040, 0
13
Dualizability in low-dimensional higher category theory
CJ Schommer-Pries, J Christopher
Topology and field theories 613, 111-176, 2014
102014
The classification of two-dimensional extended topological quantum field theories
C Schommer-Pries
Ph. D. thesis, UC Berkeley, 2009. Also available at〈 http://sites. google …, 2009
102009
A finite-dimensional string 2-group
C Schommer-Pries
82009
Dualizable tensor categories (2013)
CL Douglas, C Schommer-Pries, N Snyder
arXiv preprint arXiv:1312.7188, 0
8
Invertible topological field theories (2017)
C Schommer-Pries
arXiv preprint arXiv:1712.08029, 0
7
The 3-category of tensor categories
C Douglas, A Henriques, C Schommer-Pries
Preprint, 2014
62014
The system can't perform the operation now. Try again later.
Articles 1–20