1) cubic commtative diagrams
立体交换图
1.
This article extends snake lemma to two snakes lermma,and entends 3×3 lemma to 3×n lemma 3×3×3 lemma,Moreover,it studies some problems on exact plane,exact cube as well as problems on cubic commtative diagrams.
将蛇引理推广到双蛇引理,将3×3引理推广到3×n引理、3×3×3引理,并研究了与正合平面、正合立体有关的几个问题及立体交换图问题。
2) Exchanged Hypercube
交换立方体
1.
Loh gives the conception of Exchanged Hypercube, both of which are the invariant of the hypercube.
Loh等人提出了超立方体的又一个变种,即交换立方体。
3) multi-ary hypercube switchin g fabric
多元超立方体交换结构
4) interchange
[英][,ɪntə'tʃeɪndʒ] [美][,ɪntɚ'tʃendʒ]
交换;互通式立体交叉;交替
5) Graphics Exchange
图形交换
1.
Based on the research of CCAPI Common Graphics Exchange Request for Proposal, SVG standards and the developing experiences of EMS Graphics interface, a new EMS graphics interface according to CCAPI Common Graphics Exchange standards is developed in this project.
在充分研究SVG标准、CCAPI公共图形交互草案,总结国内外EMS图形交换开发经验的基础上,科东公司开发出符合IEC 61970系列标准的新一代EMS图形交换接口。
6) noncommuting graph
非交换图
1.
This paper studies the relationship between its noncommuting graph (G)and its structure.
研究固定阶非交换群G的非交换图和其结构之间的一些联系,得到了:命题1若(G)≌(S4),则G≌S4。
2.
In this paper, we study the noncommuting graph (G) associated with a finite group G and prove that:Theorem 1 Let p be a prime.
研究有限群G的非交换图(G),证明了:定理1若(G)■(D4p),p为素数,则G■D4p或G■Q4p。
3.
In this paper, we investigate some basic properties of the noncommuting graph associated with a finite group and their effects on the structure of the group.
本文主要研究了有限群的非交换图的一些基本性质及其对群结构的影响。
补充资料：三维立体复合膨化食品生产线工艺流程图
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参考词条