1) normalized system of inequalities
规范不等式组
2) canonical ambiguity group
规范式不确定性组
1.
It is based on the testability evaluation of the circuit and on the determination of the canonical ambiguity groups,and has its theoretical foundation in testability concept and in the canonical ambiguity group .
本方法基于电路的可测试值计算和规范式不确定性组的确定 ,它在可测试性与不确定性组概念中具有严格的理论基础 ,其可测试性计算可直接从参数类型故障诊断技术中推
3) norm inequalities
范数不等式
1.
Local and global two-weight norm inequalities for solutions to the nonhomogeneous A-harmonic equation
关于一类非齐次A-调和方程解的局部和全局的双权范数不等式(英文)
2.
This paper displays several norm inequalities in the space lp(1≤p<+∞) and discusses some application of these norm inequalities .
给出了空间lp(1≤p<+∞)中几个范数不等式,并讨论了这些范数不等式的一些应用。
3.
By using the analysis method,this paper gets several inequalities about the module of complex number,displays the relevant norm inequalities of these inequalities in the space Lp(E,μ)(1≤p<+∞),and furthermore,discusses some application of theirs.
用分析法得到了几个复数模不等式,给出了这些不等式在空间Lp(E,μ)(1≤p<+∞)中相应的范数不等式,并讨论了它们的一些应用。
4) Inequalities
[英][,ini'kwɔliti] [美][ɪnɪ'kwɑlətɪ]
不等式组
1.
An entropy function for inequalities and a Boltzmann entropy expression for the gap function of the variational inequality problem (VIP) are presented.
利用极大熵函数方法将不等式组及变分不等式的求解问题转化为近似可微优化问题,给出了不等式组及变分不等式问题近似解的可微优化方法,得到了不等式组和变分不等式问题的解集合的示性函数。
5) system of inequalities
不等式组
1.
This paper is concerned about two common problems of the square of plane figure and double integral,constructs two different kinds of system of inequalities by skifully using the boundary line,and chooses integration variables and the order of repeated integral quickly and truly on the base of the shape of figures and integrands.
本文针对平面图形面积和二重积分两个常见问题,巧用四条边界线建立两种不同形式的不等式组,同时结合图形形状和被积函数,快速而正确地选择积分变量和累次积分次序,简化了计算,提高了运算能力和解题速度。
6) non-standard format
不规范格式
补充资料：规范
①约定俗成或明文规定的标准：语音～丨道德～。②合乎规范：这个词的用法不～。③使合乎规范：用新的社会道德来～人们的行动。
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