On the K-theory classification of topological phases of matter for the case of topological crystalline insulators classified by equivariant K-theory:
On hermitian functorial field theory and the spin-statistics theorem:
Lukas Müller, Luuk Stehouwer, Reflection Structures and Spin Statistics in Low Dimensions [arXiv:2301.06664]
Luuk Stehouwer, The categorical spin-statistics theorem [arXiv:2403.02282]
Cameron Krulewski, Lukas Müller, Luuk Stehouwer: A Higher Spin Statistics Theorem for Invertible Quantum Field Theories, Commun. Math. Phys. 406 (2025) 230 [arXiv:2408.03981, doi:10.1007/s00220-025-05405-3]
Introducing a notion of dagger -categories:
On symmetry protected topological phases via invertible field theory:
Omar Antolín Camarena, Arun Debray, Cameron Krulewski, Natalia Pacheco-Tallaj, Daniel Sheinbaum, Luuk Stehouwer: Weak topological phases in the presence of interactions [arXiv:2410.10031]
Arun Debray, Cameron Krulewski, Luuk Stehouwer: Unraveling the Bott spiral [arXiv:2605.00316]
On the 10-fold way of K-theory classification of topological phases of matter:
On 2-Hilbert spaces:
On for K-theory for super Banach algebras:
Last revised on October 7, 2026 at 15:21:22. See the history of this page for a list of all contributions to it.