 Locally profinite group (source code)

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= Locally profinite group
{wiki=Locally_profinite_group}

A **locally profinite group** is a type of group that is constructed from profinite groups, which are groups that are isomorphic to an inverse limit of finite groups. Formally, a locally profinite group can be defined as a group \\( G \\) that has a neighborhood basis at the identity consisting of open subgroups that are profinite.

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