2 papers
math.QA2026
Graded spherical skein 2+1-G-HQFT and modified Turaev-Viro invariants
Francesco Costantino, Nathan Geer, Benjamin Haïoun +1
For G a group, we present a G-graded version of chromatic maps and skein modules and use them to define a 2+1-G-HQFT out of a G-chromatic category. The construction applies to the…
math.QA2026
Quantum invariants arising from are q-holonomic
Jennifer Brown, Nathan Geer
We show that the quantum invariants arising from typical representations of the quantum group are q-holonomic. In particular, this implies the existence of…