On The Orbital Rigidity Conjecture And Sustained P-Divisible Groups
type: CreativeWork
description: The orbital rigidity phenomenon for p-divisible groups was first discovered by Ching-LiChai, motivated by the Hecke orbit conjecture. Later, the general orbital rigidity conjecture was formulated and the second case of this conjecture was proved by Ching-Li Chai and Frans Oort. In this thesis we prove a third case of this conjecture.
abstract: The orbital rigidity phenomenon for p-divisible groups was first discovered by Ching-LiChai, motivated by the Hecke orbit conjecture. Later, the general orbital rigidity conjecture was formulated and the second case of this conjecture was proved by Ching-Li Chai and Frans Oort. In this thesis we prove a third case of this conjecture.
author: Song, Tao
language: en
date published: 2022
date modified: 2026-07-24T03:46:44Z
provider: University of Pennsylvania
publisher: Networked Digital Library of Theses and Dissertations
type: WebPage
source organization: University of Pennsylvania