1) preservation of positive correlations
保正相关性
1.
In this thesis, we study the regularity, quasi-regularity and functional inequalities of the Dirichlet forms for finite particle systems on Polish spaces, as well as the stochastic mono-tonicity and the preservation of positive correlations of the associated reaction process corresponding to the reaction particle system.
在第二部分,我们考虑Polish空间上反应型有限粒子系统的随机单调性和保正相关性,对于生灭情形得到系统随机单调的充分必要条件,并且证明在此条件下相应测度值过程具保正相关性。
2) positive correlative property
正相关性
1.
)stands for a point in R~N,then the following positive correlative property is ture:∫_(R~N)fgdP≥∫_(R~N)fdP∫_(R~N)gdP.
设N是自然数全体,{μn}n∞=1为R1上的任一概率测度序列,记P=∏n∈N上f(x1,x2,…,xn,…)与g(x1,x2,…,xn,…)关于每个分量是上升的,其中(x1,x2,…,xn,…)表示RN中的点,则有如下的正相关性成立:∫RNfgdP≥RNf∫dPRNg∫dP。
3) positive correlation
正相关性
1.
Anthocyanin essence of the purple pigment and positive correlation of the anthocyanin content and the total ginsenoside content of the root tuber of Panax notoginseng;
三七块根紫色素的花色苷本质及其含量和总皂苷含量的正相关性(英文)
4) linear positive correlation
线性正相关
5) Relative modification
相关性修正
6) positive relativity
正向相关性
补充资料：保正
1.一保之长。
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