This paper presents delicate Raviart--Thomas interpolation error estimates on anisotropic meshes. The novel aspect of our theory is the introduction of a new geometric parameter of simplices, and we show the stability of global Raviart--Thomas interpolation in terms of the geometric parameter. We also include corrections to an error in "General theory of interpolation error estimates on anisotropic meshes" (Japan Journal of Industrial and Applied Mathematics, 38 (2021) 163-191), in which Theorem 3 was incorrect.

翻译：本文介绍了对厌食藻类的微妙拉维亚特-图马斯内插误差估计。我们理论的新颖方面是引入一个新的安非他明几何参数,我们从几何参数的角度展示了全球拉维亚特-托马斯内插的稳定性。我们还包括对“对厌食藻类的内插误差估计一般理论”中的一项错误的更正(日本工业和应用数学杂志,38 (2021) 163-191),其中Theorem 3不正确。