论文标题
在Connes-Kasparov同构中，II：钢化双重组成部分的Vogan分类
On the Connes-Kasparov isomorphism, II: The Vogan classification of essential components in the tempered dual
论文作者
论文摘要
这是两篇论文中的第二篇，用于计算相连的，线性，实际还原群的降低的C*代数，直至C* - 代数Morita等价，以及对这些组的Connes-kasparov构想的验证。这些结果最初是由安东尼·瓦瑟曼（Antony Wassermann）于1987年宣布的。第一部分中，我们介绍了莫里塔（Morita）等价性和康纳斯·卡斯帕罗夫（Connes-Kasparov）的形态。在这一部分中，我们将使用戴维·沃根（David Vogan）对脾气发脾气的描述来计算形态。
This is the second of two papers dedicated to the computation of the reduced C*-algebra of a connected, linear, real reductive group up to C*-algebraic Morita equivalence, and the verification of the Connes-Kasparov conjecture for these groups. These results were originally announced by Antony Wassermann in 1987. In Part I we presented the Morita equivalence and the Connes-Kasparov morphism. In this part we shall compute the morphism using David Vogan's description of the tempered dual.
