论文标题
肉眼ra的单位化在均匀树上变换
Unitarization of the Horocyclic Radon Transform on Homogeneous Trees
论文作者
论文摘要
在连续设置中的先前工作之后，我们在均匀的树X上构造了Horocyclic ra的单位化转换的单位化，并表明它将X本身和Horocycles X的X同密的Quasi常规表示交织在一起。
Following previous work in the continuous setup, we construct the unitarization of the horocyclic Radon transform on a homogeneous tree X and we show that it intertwines the quasi regular representations of the group of isometries of X on the tree itself and on the space of horocycles.
