The Weyl Integration Model for KAK decomposition of Reductive Lie Group
Zhi-guang Hu, Kui-hua Yan
Abstract
The Weyl integration model presented by An and Wang can be effectively used to reduce the integration over G-space. In this paper, we construct an especial Weyl integration model for KAK decomposition of Reductive Lie Group and obtain an integration formula which implies that the integration of L1-integrable function over reductive Lie group G can be carried out by first integrating over each conjugacy class and then integrating over the set of conjugacy classes.
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