Clifford分析中无界域上k-正则函数带Haseman位移的边值条件
The Boundary Value Problem with Haseman Shift for k-Regular Functions on Unbounded Domains in Clifford Analysis

利用积分方程方法及压缩不动点定理研究了Clifford分析中无界域上k-正则函数Haseman位移的边值问题,证明了该问题解的存在唯一性.
By the method of integral equation and the fixed-point theorem,the boundary value problem with Haseman shift for k-regular functions on unbounded domains in Clifford analysis is discussed.Moreover,the existence and uniqueness of the solution for the problem is proved