论文标题
关于$ p $ - 阿迪时期域的连接性
On the connectedness of $p$-adic period domains
论文作者
论文摘要
我们证明，所有$ p $ - adiC时期域（及其非微调类似物）都是几何连接的。这回答了Hartl [Har13]的问题，并对Shimura和当地Shimura品种的几何形状产生了有趣的后果。
We prove that all $p$-adic period domains (and their non-minuscule analogues) are geometrically connected. This answers a question of Hartl [Har13] and has interesting consequences to the geometry of Shimura and local Shimura varieties.
