We construct a family of 3d quantum field theories $\mathcal T_ {n, k}^ A $ that conjecturally
provide a physical realization--and derived generalization--of non-semisimple mathematical …

We construct a new class of three-dimensional topological quantum field theories (3d
TQFTs) by considering generalized Argyres–Douglas theories on S 1× M 3 with a non-trivial …

A bstract We derive the Symmetry Topological Field Theories (SymTFTs) for 3d
supersymmetric quantum field theories (QFTs) constructed in M-theory either via geometric …

We characterize discrete (anti-) unitary symmetries and their non-invertible generalizations
in $2+ 1$ d topological quantum field theories (TQFTs) through their actions on line …

Given a non-semisimple braided tensor category, with oplax tensor functors from known
braided tensor categories, we ask: How does this knowledge characterize the tensor product …

We lay down a general framework for how to construct a Topological Quantum Field Theory
$ Z_A $ defined on shaped triangulations of orientable 3-manifolds from any Pontryagin self …

We provide a ribbon tensor equivalence between the representation category of small
quantum SL. 2/, at parameter q D ei= p, and the representation category of the triplet vertex …

A bstract Teichmüller TQFT is a unitary 3d topological theory whose Hilbert spaces are
spanned by Liouville conformal blocks. It is related but not identical to PSL (2, ℝ) Chern …

We give an a priori construction of the two-dimensional reduction of three-dimensional
quantum Chern-Simons theory. This reduction is a two-dimensional topological quantum …

A bstract We study a correspondence between 3d\(\mathcal {N}\)= 2 topologically twisted
Chern-Simons-matter theories on S 1× Σg and quantum K-theory of Grassmannians. Our …