论文标题

在Mackey分解本地涂鸦基团

On Mackey Decomposition for locally profinite groups

论文作者

Yamamoto, Yuki

论文摘要

为了研究某些类别的诱导代表,麦基的理论非常有用。在本文中,我们考虑了Mackey对本地属性群体的理论的一些概括。特别是,我们给出了我们将Mackey分解的组和一些示例的群体提供条件,使我们在某种意义上没有Mackey分解。

To study induced representation of some class of groups, Mackey's theory is very useful. In this paper, we consider some generalization of Mackey's theory for locally profinite groups. In particular, we give conditions on groups under which we have the Mackey decomposition and some examples such that we do not have the Mackey decomposition in some sense.

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