Abstract
Given a fixed integer , we consider closed subgroups of , where is sufficiently large in terms of . Assuming that the identity component of the Zariski closure of in does not admit any nontrivial torus as quotient group, we give a condition on the () reduction of which guarantees that is of bounded index in .
Citation
Michael Larsen. "Exponential generation and largeness for compact $p$-adic Lie groups." Algebra Number Theory 4 (8) 1029 - 1038, 2010. https://doi.org/10.2140/ant.2010.4.1029
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