论文标题
克莱琳4环的表示和同谋
Representations and cohomologies of Kleinian 4-rings
论文作者
论文摘要
我们在离散的估值环（称为Kleinian 4环）上引入了一类新的代数，该戒指概括了克莱琳4组的组代数。对于这些代数，我们描述了晶格及其协同组。在常规晶格的情况下，我们获得了定义共同体类别的明确形式。
We introduce a new class of algebras over discrete valuation rings, called Kleinian 4-rings, which generalize the group algebra of the Kleinian 4-group. For these algebras we describe the lattices and their cohomologies. In the case of regular lattices we obtain an explicit form of cocycles defining the cohomology classes.
