1) lowerly harmonizing
下调和
2) upper and lower solutions and monotone iterative technique
上下解和单调迭代法
1.
By means of the method of upper and lower solutions and monotone iterative technique, the existence of maximal and minimal solutions of the paratrized boundary value problems for first order impulsive differential equations are established under the assumption that correponding functions satisfy the onesided Lipschitz condition.
利用上下解和单调迭代法,讨论了带参数的一阶脉冲微分方程,获得了单边Lipschitz条件下这类方程边值问题的解的存在性。
3) UP AND DOWN—MINOR ADJUSTMENT
上和下—镜子调整
4) lower sum
下和
5) decline
[英][dɪ'klaɪn] [美][dɪ'klaɪn]
下调
1.
Import duty decline has made positive effects on grape wine market in China and it manifests in the following aspects: 1.
进口关税下调对我国葡萄酒市场产生了较为积极的影响,具体表现为:①进口量持续增加,进口葡萄酒总体价格水平下降,质量不断提高;②我国葡萄酒行业整体经济效益稳步提高,市场容量进一步扩大。
2.
Whether the drugs price adjustment did slow down from certain degree of "it s difficult and expensive to see a doctor",or has it achieved the anticipated effect? This paper will discuss the influence of the hospital drugs price decline from viewpoints of the hospital,the patients,the medicine company and the pharmacy.
药品价格的调整是否从一定程度上减缓了"看病难,看病贵"的问题,是否达到了预期效果?本文将从医院、患者、医药公司和药店以及医药企业四方的角度对药品价格下调产生的影响进行探讨。
6) down-regulation
下调
1.
Modulating effect of agmatine on desensitization and down-regulation of μ-opioid receptor by activation of I1 imidazoline receptor;
胍丁胺-I1咪唑啉受体对μ-阿片受体脱敏和下调的影响
2.
Objective:To investigate the effects of agmatine by activation I1 imidazoline receptor on DAMGO-induced down-regulation and internalization of μ opioid receptor(MOR).
目的:观察胍丁胺通过激活I1咪唑啉受体(I1R)对阿片预处理引起的μ阿片受体(MOR)下调的影响及可能的分子基础。
3.
The influence of SelW mRNA down-regulation on the status of C2C12 cell was assayed.
运用RNA干扰技术,在转录后阶段实现肌细胞中SelW mRNA的定量下调,并利用流式细胞术客观地区分、计数不同状态的细胞,考察C2C12细胞中SelW mRNA的定量下调对细胞状态的影响。
补充资料：对数下调和函数
对数下调和函数
logarithmically-siibharmonic fimction
对数下调和函数【魄洲由丽区勿~，如划加。亩c云.团咖1;，哪“枷I.”ec洲c声rapMOHN”ec“中”.山一，】 在Eud记空间R”(n)2)的一个区域里的正函数u(工)，其对数1og城x)是下调和函数(subl班m刃元c灿碱沁n).例如，一个复变量的解析函数f(:)的模}f(:)}就是一个对数下调和函数，但是存在平面区域里的连续的对数下调和函数，它不能表示成任何一个解析函数的模.对数下调和函数全体组成强下调和函数的一个子类(见下调和函数).当n=1时，和它相对应的是对数凸函数. 对数下调和函数的主要性质是，几个对数下调和函数的乘积和正线性组合仍是对数下调和函数.
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