论文标题
派生的Langlands V：简单和跳跃类别
Derived Langlands V:The simplicial and Hopflike categories
论文作者
论文摘要
这是派生的Langlands系列中的第五篇文章，其中包括一篇专着和四篇文章。在本文中，我描述了Hopf代数和积极的自我偶然Hopfalgebra（PSH）方面对本系列早期出现的许多新的演示和可接受性的分类。该纸从非常肯定的开始。部分假设，整个系列的合成。本系列中的许多证明和想法旨在提出建议，而不是为此解释的延长情况而制定的确定性产品。
This is the fifth article in the Derived Langlands series which consists of one monograph and four articles. In this article I describe the Hopf algebra and Positive Selfadjoint Hopfalgebra (PSH) aspects to classification of a number of new classes of presentations and admissibility which have appeared earlier in the series. The paper begins with a very estensive. partly hypothetical, of the synthesis of the entire series. Many of the proofs and ideas in this series are intended to be suggestive rather than the finished definitive product for extenuating circumstances explained therein.
