1) compound harmonic function
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复谐函数,复调和函数
2) complex harmonic function
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复调和函数
1.
The mixed boundary value problems for complex harmonic functions;
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复调和函数的混合边值问题
2.
Cauchy integral formula for complex harmonic functions;
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复调和函数的Cauchy积分公式
3.
In this paper, the properties of complex harmonic function on infinity are considered , and the relationship between two kinds of expressions of complex harmonic function is discovered.
本文讨论了复调和函数在无穷远点的性质,揭示出有界区域上复调和函数的两类表示式之间的关系。
3) univalent compound harmonic functions
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单叶复调和函数
4) complex hyperharmonic function
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复超调和函数
1.
In the first part of this paper,resorting to the idea of quasi-permutation which created by Sha Hang,we give the equivalent conditions of complex monogenic and complex hypermonogenic functions,define the complex hyperharmonic function and discuss its equivalent conditions.
第一部分借助黄沙老师拟置换的思想,得到了复正则函数,复超正则函数的等价条件,定义了复超调和函数并讨论了它的等价条件,第二部分讨论了复超正则函数的若干性质。
5) complex valued harmonic conjugate function
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共轭复调和函数
1.
In this paper, complex valued harmonic conjugate function is defined, Cauchy Riemann equations of complex valued harmonic functions are considered.
定义了复调和函数的共轭复调和函数,给出了复调和函数的Cauchy—Rie-mann方程,同时讨论了它们与解析函数之间的关
6) harmonics
[英][hɑ:'mɔniks] [美][hɑr'mɑnɪks]
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谐波,调和函数,谐函数
补充资料:调和函数
调和函数 harmonic function 在平面区域D上定义的函数u=u( x,y),若有二阶连续偏导数,且满足二阶拉普拉斯方程 ![]() ![]() ![]() ![]() ![]() 说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条
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