Table of Contents

Intersection Of Subgroups Is A Subgroup

Theorem

If is a group, then the intersection of any collection of subgroups of is also subgroup.

Remarks

$\LaTeX$ version

theorem.intersection_of_subgroups_is_a_subgroup.tex
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\begin{theorem}
If $G$ is a group, then the intersection of any collection of subgroups of $G$ is also subgroup.
\end{theorem}