Simone Hu

most citedUnstable cohomology of

GL_{2 n} (Z)

and the odd commutative graph complex

1 citations · 1 across the 1 of their papers we have counts for

collaborators

2 papers

math.AT2026★ 1 cited

Unstable cohomology of $GL_{2 n} (Z)$ and the odd commutative graph complex

Francis Brown, Simone Hu, Erik Panzer

We study a closed differential form on the symmetric space of positive definite matrices, which is defined using the Pfaffian and is $GL_{2 n} (Z)$ invariant up to…

math-ph2025

The Topological form is the Pfaffian form

Paul-Hermann Balduf, Simone Hu

For a given graph $G$ , Budzik, Gaiotto, Kulp, Wang, Williams, Wu, Yu, and the first author studied a ''topological'' differential form $I^\pm_{G}$ , which expresses violations of BRST-cl…

Unstable cohomology of GL2n​(Z) and the odd commutative graph complex

The Topological form is the Pfaffian form

Unstable cohomology of $GL_{2 n} (Z)$ and the odd commutative graph complex