Matthew B. Young

collaborators

3 papers

math.QA2026

Relative modular categories from $osp (2∣2 n)$

Seth Porter, Matthew B. Young

We construct relative modular categories from the weighted representation theory of the unrolled quantum group of the orthosymplectic Lie superalgebra $osp (2∣2 n)$ .

math.QA2026

Non-semisimple topological field theory and $Z$ -invariants from $osp (1∣2)$

Francesco Costantino, Matthew Harper, Adam Robertson +1

We construct three-dimensional non-semisimple topological field theories from the unrolled quantum group of the Lie superalgebra $osp (1∣2)$ . More precisely, the qu…

math.CT2024

Hall algebras via 2-Segal spaces

Benjamin Cooper, Matthew B. Young

This is an introduction to Hall algebras from the perspective of $2$ -Segal spaces or decomposition spaces, as introduced by Dyckerhoff and Kapranov and GÃ¡lvez-Carrillo, Kock and T…

Relative modular categories from osp(2∣2n)

Non-semisimple topological field theory and Z-invariants from osp(1∣2)

Hall algebras via 2-Segal spaces

Relative modular categories from $osp (2∣2 n)$

Non-semisimple topological field theory and $Z$ -invariants from $osp (1∣2)$