activity
20152024
most citedSymplectic group and Heisenberg group in p-adic quantum mechanics

1 citations · 2 across the 5 of their papers we have counts for

collaborators

9 papers

math.AG2024

Parahoric reduction theory of formal connections (or Higgs fields)

Zhi Hu, Pengfei Huang, Ruiran Sun +1

In this paper, we establish the parahoric reduction theory of formal connections (or Higgs fields) on a formal principal bundle with parahoric structures, which generalizes Babbitt…

math-ph20201 cited

Hyperbolic Superspaces and Super-Riemann Surfaces

Zhi Hu, Runhong Zong

In this paper, we will generalize some results in Manin's paper "Three-dimensional hyperbolic geometry as -adic Arakelov geometry" to the supergeometric setting. More preci…

math.DG2020

Curvature formulas related to a family of stable Higgs bundles

Zhi Hu, Pengfei Huang

In this paper, we investigate the geometry of the base complex manifold of an effectively parametrized holomorphic family of stable Higgs bundles over a fixed compact Kähler manifo…

math.AG2020

Simpson Filtration and Oper Stratum Conjecture

Zhi Hu, Pengfei Huang

In this paper, we prove that for the oper stratification of the de Rham moduli space , the closed oper stratum is the unique minimal stratum with dimension $r…

math.AG2020

On Base Change of Local Stability in Positive Characteristics

Zhi Hu, Runhong Zong

We prove that a pointed one dimensional family of varieties in positive characteristics is locally stable iff the log pair $(\mathcal{X'}, \mathcal{X}'_{b…

math.DG2019

The Hitchin--Kobayashi Correspondence for Quiver Bundles over Generalized Kähler Manifolds

Zhi Hu, Pengfei Huang

In this paper, we establish the Hitchin--Kobayashi correspondence for the -holomorphic quiver bundle over a compact generalized Kähler manifold $(X, I_+,…