论文标题
$ p $ - 亚种的代表与系数环相比
Representations of $p$-adic groups over coefficient rings
论文作者
论文摘要
在过去的二十年中广泛发展了由兰德兰（Langlands）代表理论，数字理论和几何形式的兰兰斯计划，数字理论和几何学的动机，与系数环相比，与系数环相比，$ p $ adic群体的表示理论已被广泛发展。本文提供了对21世纪获得的基本结果的调查。
Motivated by the Langlands program in representation theory, number theory and geometry, the theory of representations of a reductive $p$-adic group over a coefficient ring different from the field of complex numbers has been widely developped during the last two decades. This article provides a survey of basic results obtained in the 21st century.
