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maryam
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about subgroup of general linear group
I do not understand your statement. In general $GL_n(F)$ have subgroups isomorphic with $GL_r(F')$ and are distinct. For all $r$ and $n$ and for every pair of such subgroups, intersection is trivial or not?
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about subgroup of general linear group
@Professor Holt. Thanks. For other finite fields and other integer $n$, $GL(n,q)$ there exist such a counterexample?
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about subgroup of general linear group
@Alex. It is clear that $H_1$ and $h_2$ must be distinct.
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