摘要
对半解析函数共轭解析函数著中创新的,有显著物理背景的复变函数分解定理进行了初步研究,讨论了它的内涵,在矢量场分解的基础上,提出了矢量场散(旋)度转移以及可调和性等问题。
A comment is made on the theorems of decomposition of half-harmonic functions. Some properties are discussed. Based on the decomposetion of vectorfields,problems about the transition and harmonicity of divergence(circulation) are put forth.
出处
《北京工业大学学报》
CAS
CSCD
1996年第3期88-91,共4页
Journal of Beijing University of Technology
关键词
可调和性
散度
矢量场
分解
复变函数
half-harmonic, H-L condition, decomposition and transition of divergence (circulation), harmonicity