1) rectangular biordered set
矩形双序集
2) rectangular sequence
矩形序列
3) bi-rectangular band
双矩形带
1.
This paper investigates the multiplicative band semirings whose additive reduct are semilattices,by using the Green-D relation and gets the results of multiplicative band semirings,It proves that the D+-calsses of multiplicative band semirings are bi-rectangular bands.
研究了半格簇中的乘法带半环;利用Green-D关系,给出了乘法带半环的若干性质,证明了乘法带半环的D+-类一定是双矩形带,进一步得到了乘法带半环簇。
2.
The multiplicative band semirings in additive semilattices and bi-rectangular bands are studied,and Mal cev decomposition formula and equivalent characterization of R··D are obtaine
研究了加法半格簇■l和双矩形带簇BR中的乘法带半环;从Green-■的关系出发,给出了■·D的Malcev分解式,得到了■·D的等价刻画。
4) biordered set
双序集
1.
This paper proves some important properties of rectangular biordered set and shows relations between rectangular band and its idempotent set which is a rectangular biordered set.
本文从研究矩形的双序集性质入手,推导出矩形带半群与它的幂等元双序集,即矩形的双序集之间的一些重要关系。
2.
Biordered set property and the representation φ which is a morphism from E into T(X)×T~*(Y) are the main tools.
从幂等元的双序集性质和双序集E到半群T(X)×T*(Y)的单同态φ的性质出发,讨论了一类五元素的双序集所对应的半群的结构。
3.
It is the first paper to introduce the theory of biordered sets systematicly.
本文是系统介绍双序集理论的第一篇文章，文中介绍了双序集产生的历史背景、双序集的基本定义与性质及双序集与半群的本质联系。
5) bi-order convex set
双序凸集
6) circumscribed rectangle set of bitmap
外包矩形集
补充资料：序集
序集
ordered set
序集〔田山red对;扣op叨o耽皿oeM“o撒e卿}二二、一个集合，在其上给出了序关系(见序(集合上俐{怕呼爪_(“n“Set)));亦见纺集(to目yo沈七redset);佣序集(p创allyo代贻redset)).
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