feat(analysis/complex/isometry): Show that certain complex isometries are not equal (#8646)
1. Lemma `reflection_rotation` proves that rotation by `(a : circle)` is not equal to reflection over the x-axis (i.e, `conj_lie`).
2. Lemma `rotation_injective` proves that rotation by different `(a b: circle)` are not the same,(i.e, `rotation` is injective).
Co-authored by Kyle Miller