1)  ear decomposition
耳朵分解
1.
It is shown that let G be a bipartite graph withbipartition (X,Y) and with a perfect matching M, then G is 1_extendable if and only if G has an ear decomposition G=e+P1+P2+.
文章证明:G是1_可扩图当且仅当G有如下耳朵分解G=e+P1+P2+…+Pr使得e∈M并且每个Pi是起始和终止边都在E(G)\M中的M_交错路。
2)  ear
耳朵
1.
Method of Ear Location Based on Gray Projection Function;
基于灰度投影函数的耳朵图像定位方法
2.
Ear is a kind of biometric feature which can remain stable for a long time,and the uniqueness of the ear is quite obvious.
耳朵是长期保持稳定的一个生物特征,并且耳朵的独特性十分明显。
3)  Leaves of Buddie ja officinalis
羊耳朵叶
4)  ear detection
耳朵检测
5)  removable ear
可去耳朵
1.
The tight upper and lower bounds of the number of removable ears in a non-bipartite graph on v verties(v≥6) are determined,which are 3(v-1)(v-2)/2 and 3 respectively.
得到了有v个顶点(v≥6)非二部1-可扩图的可去耳朵数的紧的上、下界分别为3(v-1)(v-2)/2和3。
6)  ear-field
耳朵场
参考词条
补充资料:耳朵软
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