Matthias Vancraeynest

collaborators

3 papers

math.QA2025

The skein partition function of the mapping torus

Julia Bierent, David Jordan, Matthias Vancraeynest +1

We compute the dimensions of $GL_{N}$ -skein modules of genus-one mapping tori $T^{2} \times_{I^}^{3} S^{1}$ , for an arbitrary diffeomorphism of $T^{2}$ , and for generic quantum parameter. T…

math.QA2025

Higher tensor categories and their extensions: notes from the Scottish Talbot On Algebra and Topology

Diogo Andrade, Julia Bierent, Jennifer Brown +28

These lecture notes are the product of a week-long learning workshop on the work of Johnson-Freyd and Reutter on the problem of the existence of minimal nondegenerate extensions of…

math-ph2024

Classification of higher grade $ℓ$ graphs for $U (N)^{2} \times O (D)$ multi-matrix models

The authors studied in [Ann. Inst. Henri PoincarÃ© D 9, 367-433, (2022)], a complex multi-matrix model with $U (N)^{2} \times O (D)$ symmetry, and whose double scalin…

The skein partition function of the mapping torus

Higher tensor categories and their extensions: notes from the Scottish Talbot On Algebra and Topology

Classification of higher grade ℓ graphs for U(N)2×O(D) multi-matrix models

Classification of higher grade $ℓ$ graphs for $U (N)^{2} \times O (D)$ multi-matrix models