1) theorem of ordinal even lose which indicates delay in time limit for a project
序偶亏值定理
2) theorem of line even lose which indicates delay in time limit for a project
行偶亏值定理
3) defective value definite
亏值定值
4) tardiness
[英]['tɑ:dinis] [美]['tɑrdɪnɪs]
亏值
1.
In order to provide theory and method for solving this kind of problem,aiming at a subproblem of it that eight parallel activities are adjusted to four pairs of sequence activities,on the basis of barycenter theorem, row-mate′s tardiness theorem and optimal row-mate theorem,the standard-criterion algorithm is designed and proved.
为了给该类问题的解决提供理论和方法,针对八个平行工序调整为四个顺序工序对的优化决策问题,在重心定理、行偶亏值定理和最佳行偶定理的基础上,提出了标准规范法,并对其进行了理论上的证明。
6) deficient value
亏值
1.
Aim To study the value distribution of meromorphic functions in angular domains, the deficiency, the deficient value, the Nevanlinna direction and other singular directions.
目的研究亚纯函数在角域内的值分布，亏值亏量与Ｎｅｖａｎｌｉｎｎａ方向及其它奇异方向。
2.
This paper deals with the problem of uniqueness of meromorphic functions with two deficient values and obtains a result which is an improvement of that of F.
本文讨论了具有两个亏值的亚纯函数的唯一性问题，改进了Ｆ。
3.
The purpose of this paper is to study from deficient values the identity of two meromorphic functions, the higher derivatives of which share one value or one small function.
结合亚纯函数的亏值，讨论了当高阶导数具有一个分担值或分担函数时两个亚统函数的等价性，得出两点结论：（１）设ｆ与ｇ是两个亚约函数，满足δ（∞，ｆ）＝δ（∞，ｇ）＝１。
补充资料：介值定理
当为“介值定理”，是闭区间上连续函数的性质之一。
参考 ：
[[1]]
[[2]]
定理2 （介值定理）设函数y=f(x)在闭区间[a,b]上连续，且在这区间的端点取不同的函数值：
f(a)=a,f(b)=b,且a≠b
那么，不论c是a与b之间的怎样一个数，在开区间(a,b)内至少有一点ξ，使得
f(ξ)=c (a<ξ<b)。
特别是，如果f(a)与f(b)异号，那么在开区间（a,b）内至少有一点ξ，使得
f(ξ)=0 (a<ξ<b)。
这个定理的几何意义是：在[a,b]上连续的曲线与水平直线y=c(a<c<b)至少相交于一点。特别是，如果a与b异号，则连续曲线与x轴至少相交一次。
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