1) fractional defect-d matching
分数亏格-d对集
2) relative genus
相对亏格
1.
The additivity of the relative genus of 3-manifolds;
3-流形相对亏格的可加性(英文)
3) Deficiency number
亏格数
4) genus distribution
亏格分布
1.
At the basis of joint trees introduced by Yanpei Liu, by using the method which sorts the embedding surfaces of these graphs,the genus distribution of the orientable embeddings for a type of new graphs are provided.
在刘彦佩提出的联树法的基础上,通过分类一类新图类的可定向嵌入曲面求出了这类图类的可定向嵌入的亏格分布。
2.
In this paper,expressions of the genus distribution for certain sets of surfaces are provided.
本文求出了一些曲面集的亏格分布的显式表达式。
3.
In this paper,we obtain the relation of associate surfaces between dipoles and fan graphs by using the joint tree model of a graph embedding introduced by Yanpei Liu,then deduce the genus distribution and total genus distribution of fan graphs from those of dipoles which had been counted,and obtain the numbers of embeddings of fan graph on the nonorientable surfaces of genus 1-4 in .
本文,利用刘彦佩提出的嵌入的联树模型,得到了双极图与扇图的关联曲面之间的关系,进而由已知结论的双极图的亏格分布和完全亏格分布推导出扇图的亏格分布和完全亏格分布,并给出了扇图在亏格为1-4的不可定向曲面上嵌入的个数的显式。
5) relative defect of function
相对亏函数亏量
1.
In the paper, the defective values are replaced by some slowly increasing functions the defective funtions, the note of the relative defect of function and the absolute defect of function are introduced.
将亚纯函数值分布理论中的相对于复数的两种亏量，即相对亏量与绝对亏量，推广到相对于涉及慢增长函数的亏量，得到相对亏函数亏量及绝对亏函数亏量，并研究了两者之间的关系，得出两个结论，以及在亏量的值一定的条件下，亚纯函数的ｋ阶导数无非零相对亏函数及非零绝对亏函数的结
6) absolute defect of function
绝对亏函数亏量
1.
In the paper, the defective values are replaced by some slowly increasing functions the defective funtions, the note of the relative defect of function and the absolute defect of function are introduced.
将亚纯函数值分布理论中的相对于复数的两种亏量，即相对亏量与绝对亏量，推广到相对于涉及慢增长函数的亏量，得到相对亏函数亏量及绝对亏函数亏量，并研究了两者之间的关系，得出两个结论，以及在亏量的值一定的条件下，亚纯函数的ｋ阶导数无非零相对亏函数及非零绝对亏函数的结
补充资料：对集
数与数之间的冲突或弥合构成的新数群。
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