论文标题
不寻常的光谱类别
Unusual spectral categories
论文作者
论文摘要
该论文致力于一种“非常非亚伯利亚”的光谱类别。在类别上的强烈条件下，$ \ mathcal {x} $，我们证明，对于给定的忠实本地化$ \ MATHCAL {C} \ to \ MATHCAL {x} $ $ \ MATHRM {spec}（\ Mathcal {C}）\ sim \ Mathcal {X} \ sim（\ Mathrm {category \，\，of \，\，\，\，\，in Injementive \，\，\，\，\，objects \，object \，\，\，\，\，\ in}注射信封。
The paper is devoted to a kind of `very non-abelian' spectral categories. Under strong conditions on a category $\mathcal{X}$, we prove, among other things, that, for a given faithful localization $\mathcal{C}\to\mathcal{X}$, we have canonical equivalences $\mathrm{Spec}(\mathcal{C})\sim\mathcal{X}\sim(\mathrm{Category\,\,of\,\,injective\,\,objects\,\,in}\,\, \mathcal{C})$, and that $\mathcal{C}$ has natural injective envelopes.
