论文标题
Quaternionic Cartan连锁的刚性，计数和等分
Rigidity, counting and equidistribution of quaternionic Cartan chains
论文作者
论文摘要
我们证明了卡坦定理的类似物，说Quaternionic双曲空间边界的链条传播转换是投射转换。我们给出了Quaternionic Heisenberg Group中算术链轨道的计数和等分分配结果。
We prove an analog of Cartan's theorem, saying that the chain-preserving transformations of the boundary of the quaternionic hyperbolic spaces are projective transformations. We give a counting and equidistribution result for the orbits of arithmetic chains in the quaternionic Heisenberg group.
