# Changes

* [[Analogue of Brauer's permutation lemma fails over rationals for every non-cyclic finite group]]: If $G$ is a non-cyclic finite group, we can find two permutation representations $\varphi_1, \varphi_2$ of $G$ that are equivalent as linear representations over the rational numbers but not as permutation representations.* [[Symmetric group of degree six or higher is not weak subset-conjugacy-closed in general linear group over rationals]]