摘要
讨论取值在复２ｎ－１维Ｃｌｉｆｆｏｒｄ代数Ａｎ（Ｃ）上的函数。文中通过引进拟置换的概念，解决了在不可交换的Ｃｌｉｆｆｏｒｄ代数中进行运算时经常遇到的符号问题。讨论第四类典型域上一个复Ｃｌｉｆｆｏｒｄ边值问题，并给出一个简洁的积分表示式。
The function with values in the complex 2n 1 dimensional Clifford algebra An (C) is discusses in this paper. By introducing the concept of the 'quasi-permutation' .we resolve the sign problem often meeting when the operation is carried out in the incommutable Clifford algebra. we discuss a complex Clifford boundary value problem in the 4th canonical domain and give a succinct integral representation.
基金
河北省自然科学基金
关键词
克利福德代数
典型域
边值问题
complex Clifford algebra
4th canonical domain
quasi-permutation
complex Clifford boundary value problem
integral representation
