1 citations · 1 across the 3 of their papers we have counts for
3 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.QA2024
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…
math.GT2009★ 1 cited
On invariants of graphs related to quantum at roots of unity
Nathan Geer, Nicolai Reshetikhin
We show how to define invariants of graphs related to quantum when the graph has more then one connected component and components are colored by blocks of repres…