Congruence subgroup growth of arithmetic groups in positive characteristic

We prove a new uniform bound for subgroup growth of a Chevalley group G over the local ring double-struck F sign [[t]] and also over local pro-p rings of higher Krull dimension. This is applied to the determination of congruence subgroup growth of arithmetic groups over global fields of positive cha...

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Main Authors: Abért, M, Nikolov, N, Szegedy, B
格式: Journal article
语言:English
出版: 2003