We known that the maximal connected holomorphic automorphism group Aut (D)(0) is a semi-direct product of the triangle group T(D) and the maximal connected isotropic subgroup Iso (D)(0) of a fixed point in the complex homogeneous bounded domain D and any complex homogeneous bounded domain is holomorphic isomorphic to a normal Siegel domain D(VN,F).In this paper, we give the explicit formula of any holomorphic automorphism in T(D(VN,F)) and Iso (D(VN, F))(0), where G(0) is the unit connected component of the Lie group G.
XU Yichao,CHEN Minru & MA Songya Academy of Mathematics and Systems Science, Chinese Academy of Sciences, Beijing 100080, China
我们为某 Mahler 类型的价值证明 p 鈥揳d ic 超越和 p 鈥揳d ic 是超越措施功能。关键词 p 鈥揳d ic 超越 - p 鈥揳d ic 超越措施 - Mahler 类型功能先生(2000 ) 题目分类 11J85 - 11J82 - 11J83 工程由 NSFC (号码 10171027 )
In this paper, we extend a classical result of Hua to arithmetic progressions with large moduli. The result implies the Linnik Theorem on the least prime in an arithmetic progression.
