IntroductionIn recent years the anomalous Hall effect in ferromagnets was extensively investigated, see [1] for a review. These studies were motivated by the fact that the anomalous Hall effect contains an intrinsic contribution [2] that is directly linked to the Berry phase acquired by Bloch electrons moving through ferromagnetic spin textures. SrRuO 3 has often served as a model system, since experimentally the anomalous Hall effect shows an intricate dependence on the temperature [3][4][5] that is inconsistent with a simple scaling of the Hall effect with the resistivity as predicted for extrinsic, i.e. scattering related contributions to the anomalous Hall effect [6,7]. Fang et al. related the anomalous Hall effect in SrRuO 3 to specific features in the Berry-phase curvature in k-space [8]. This led to an ongoing debate on the importance of intrinsic and extrinsic contributions to the anomalous Hall effect in this material [4,[9][10][11].First-principles calculations of the anomalous Hall conductivity within the Berry-phase model showed a sensitive dependence on the crystalline symmetry [8,9]. This has been explored in Pr 0.7 Ca 0.3 MnO 3 /SrRuO 3 superlattices with either orthorhombic or tetragonal SrRuO 3 layers [12]. However, since the anomalous Hall effect in the superlattices might be affected by the magnetic coupling of