论文标题
通过凝结的数学忠实地在刚性分析品种上忠实地固定了准代相结合物
Faithfully flat descent of quasi-coherent complexes on rigid analytic varieties via condensed mathematics
论文作者
论文摘要
马修（Mathew）证明了刚性几何形状中的伪辅助复合物的忠实平坦下降。在本文中，我们将Mathew的结果推广到刚性分析品种上的准共晶体，这是Clausen和Scholze通过凝结数学引入的。
Faithfully flat descent of pseudo-coherent complexes in rigid geometry was proved by Mathew. In this paper, we generalize the result of Mathew to quasi-coherent complexes on rigid analytic varieties, which have been introduced by Clausen and Scholze by means of condensed mathematics.
