nLab Higher Segal Spaces and their Applications to Algebraic K-Theory, Hall Algebras, and Combinatorics

Proceedings of the Workshop on Higher Segal Spaces and their Applications to Algebraic K-Theory, Hall Algebras, and Combinatorics. Contemporary Mathematics.

A proceedings volume for the conference Higher Segal Spaces and their Applications to Algebraic K-Theory, Hall Algebras, and Combinatorics.

1. Walker Stern: The 2-Segal space perspective: associativity and triangulations. PDF.

2. Philip Hackney: The decomposition space perspective. arXiv.

3. Viktoriya Ozornova : 2-Segal spaces and the S-construction

4. Martina Rovelli: The Waldhausen construction as an equivalence between stable augmented double

   Segal spaces and 2-Segal spaces. arXiv.

5. Benjamin Cooper, Matthew Young: Hall algebras via 2-Segal spaces. arXiv.

6. Tobias Dyckerhoff: Higher Segal spaces

7. Maru Sarazola, Brandon Shapiro, and Inna Zakharevich: A course on CGW-categories through the lens of homology.

8. Hiro Lee Tanaka: 2-Segal spaces and Fukaya categories

9. Julie Bergner and Walker Stern: Cyclic 2-Segal spaces. arXiv.

10. Imma Gálvez-Carrillo, Joachim Kock, Andrew Tonks: Decomposition spaces in combinatorics. arXiv.

category: reference