Ruishen Zhao

activity

20212026

most citedAnalytical studies on 3D hairy rotating black hole interiors

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

collaborators

5 papers

math.NT2026

Perfectoid unitary Shimura varieties and $p$ -adic Eichler-Shimura map I

Ruishen Zhao

We investigate $p$ -adic automorphic forms on unitary groups through the geometry of infinite-level unitary Shimura varieties and the Hodge-Tate period map. We first develop a perfe…

hep-th2025★ 2 cited

Analytical studies on 3D hairy rotating black hole interiors

Ling-Long Gao, Yan Liu, Rui-Long Zhao

We present an analytical study of the interior structure of hairy rotating black holes in three-dimensional Einstein gravity, minimally coupled to a complex scalar field with a sup…

math.NT2025

p-adic level raising on the eigenvariety for U(3)

Ruishen Zhao

We prove level raising results for $p$ -adic automorphic forms on definite unitary groups $U (3) / Q$ and deduce some intersection points on the eigenvariety. Let $l$ be an in…

math.NT2025

Bruhat-Tits buildings and $p$ -adic period domains

Xu Shen, Ruishen Zhao

Let $G$ be a connected reductive group over a $p$ -adic local field $F$ . Rémy-Thuillier-Werner constructed embeddings of the (reduced) Bruhat-Tits building $B (G, F)$ into t…

math.NT2021

Special cycles on orthogonal Shimura varieties

Ruishen Zhao

In this paper, we investigate a general method to establish tame and norm relations for special cycles in Shimura varieties, using unitary cycles in odd orthogonal Shimura varietie…

Perfectoid unitary Shimura varieties and p-adic Eichler-Shimura map I

Analytical studies on 3D hairy rotating black hole interiors

p-adic level raising on the eigenvariety for U(3)

Bruhat-Tits buildings and p-adic period domains

Special cycles on orthogonal Shimura varieties

Perfectoid unitary Shimura varieties and $p$ -adic Eichler-Shimura map I

Bruhat-Tits buildings and $p$ -adic period domains