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yolassr
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Commuting matrices in GL(n,Z)
What happens if you work in a subgroup of $GL_n$? E.g. you want to look for commuting matrices that preserve some bilinear form when $M$ does of corse. More precisely in $Sp(2n, \mathbb Z)$?
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Centralizers in semisimple Lie group
Thanks! I wonder whether this is related to the notion of hyperregularity in this paper jstor.org/stable/1970790
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