We prove that the category of c-spaces with continuous maps is not cartesian closed. As a corollary the category of locally finitary compact spaces with continuous maps is also not cartesian closed.

翻译：我们证明,具有连续地图的C-空间类别不是卡通片封闭的。 作为必然结果,带有连续地图的当地有鳍紧凑空间类别也不是卡通片封闭的。