摘要
1.前言在[1,第13章]中证明过,以{e_j}_(j-1)~n为正交基的空间R^n,可以构造一个2~n维实Clifford代数A_n,以e_0为其单位元素且基底元素为e_0,e_1,…,e_n,…,e_1…e_n。在最近的书[2]中证明了古典的复变函数论的许多观点都能够推广到这样的函数论上去,其函数取值于A_n上,这种函数论叫实Clifford分析。
This paper discusses a necessary and sufficient condition for a function to be
complex left regular functions and some connections between the complex left regular func-
tions and the complex harmonic functions. Finally, the main theorem on the structure of
functions with values in complex clifford Algebra is established.
出处
《纯粹数学与应用数学》
CSCD
1990年第1期27-35,共9页
Pure and Applied Mathematics
