1) same kinds and same structures
同型同构
1.
Through the analyses of the ritual music and singing dancing in the nationals of Dai, Yao, Tujia, Zhuang, and Han, the writer pointed out that the rondo form in part of traditional ritual were the basic music form as well as the basic structural principle of the related traditional ritual, and both of them had the features of the same kinds and same structures.
本文通过对傣、瑶、土家、壮、汉等民族的仪式音乐和歌舞音乐的分析 ,认为在部分传统仪式里 ,回旋体既是音乐的基本曲体结构 ,同时也常常是相关传统仪式的基本结构原则 ,二者具有同型同构特点。
2) isomorphic model
同构模型
3) different types but same structure
异型同构
1.
When discussing on different types but same structure between beauty and human nature, Schiller not only considered their static corresponding and similarity but found their dynamic ones.
席勒在探讨美与人性的异型同构时 ,不仅考虑到了美与人性在结构上的静态对应和相同 ,而且也看到了美与人性在结构上的动态对应和相同。
5) approximate isologous model
近同构模型
1.
Accordingly,we set up an approximate isologous model and explore an innovati.
讨论整体论与还原论相结合的骨组织工程研究的创新思路,探讨建立体内灌注诱导成骨微环境系统这一创新性的近同构模型。
6) same-structured network
同构型网络
补充资料：同态与同构
同态与同构
h同态，代数系统(g,*)和(s, °)，f是从g到s上的一个映射. "a,bîg，有
f(a*b)=f(a) °f(b)
则称f是由(g,*)到(s, °)的一个同态映射. 并称g与s同态. 如果f 是满射，则称g与s是满同态，记作g～s；如果f是单射，则称g与s是单同态.
(f(g), °)称为(g,*)在f下的同态象..
h同构，代数系统(g,*)和(s, °)，如果f是从g到s的一个双射，则称f是从g到s的同构映射，g与s同构，g≌s.
h群的同态与同构，设(g,*)和(s, °)群，若存在同态、单同态、满同态映射f：g®s，则群g与s是同态、单同态、满同态；若存在从(g,*)到(s, °)的同态双射，则称群(g,*)与(s, °)同构，q≌s..
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