1) data entropy
数据熵
1.
As the development of minimum mean variance criterion,the minimum mean entropy difference criterion is introduced by means of data entropy and data entropy difference and is applied to data analysis and pattern cluster.
作为最小均方差准则的拓广,本文从数据熵、数据熵差引进最小均熵差准则,并应用于数据与模式聚类;给出基予最小均熵差准则的动态聚类算法与系统聚类算法,最后通过一个应用示例说明这一最小均熵差准则模式聚类的有效性与优越性。
2) data entropy difference
数据熵差
1.
As the development of minimum mean variance criterion,the minimum mean entropy difference criterion is introduced by means of data entropy and data entropy difference and is applied to data analysis and pattern cluster.
作为最小均方差准则的拓广,本文从数据熵、数据熵差引进最小均熵差准则,并应用于数据与模式聚类;给出基予最小均熵差准则的动态聚类算法与系统聚类算法,最后通过一个应用示例说明这一最小均熵差准则模式聚类的有效性与优越性。
3) entropy numbers
熵数
1.
Also,some relations of measures of non-compactness and entropy numbers,approximation numbers be discussed in this paper.
另外,还建立了非紧测度与熵数,近似数之间的一些联系。
2.
Second part: Follo (Ricerche di Matematica, 56(2007) 89-105) established rela-tions between entropy numbers and box-counting dimension.
第二部分,Follo (Ricerche di Matematica, 56(2007) 89-105)建立了熵数与计盒维数的关系。
4) total entropy criterion
总熵判据
1.
Then that the total entropy criterion and the inequality of Chausius were all the same in essence was indicated.
首先讨论了环境熵变和热源熵变间的区别,以及两者相同时的条件;然后阐述了总熵判据和克劳修斯不等式在本质上并无不同之处,都可以用于判别过程的可逆性;最后将总熵变与隔离体系的熵变相比较,对它们的用途进行了详细讨论。
5) entropy criterion
熵判据
1.
The relationship between η=-W/Q 1 of the irreversible heat engine and its cyclic direction is proved according to Clauius statement of second law of thermodynamics and entropy criterion.
根据热力学第二定律的克劳修斯说法和熵判据论证不可逆热机的η=- W/ Q1 与循环方向有关 。
2.
According to Whalley's activation entropy criterion and Zuckcr-Hammett's hypothesis and Taft's entropy criterion, A-2 mechanisms is attained.
根据whallcy的活化熵判据,Zucker-Hammett假说,Taft熵判据,得出的结论与Whallcy,Noblc等人用活化体积作为判据所得的结论相同即A-2杌理。
3.
From the entropy criterion of isolated system,the balance equilibrium condition of multi-compound poly-phase system C_V>0,(P[]V)_(T,N_i)<0,∑l[]i=1∑l[]j=1(μ_i[]N_j)_(T,P,N_k)δN_jδN_i>0 is intensively deduced,and the physical significance of the balance equilibrium condition is given and proved.
从熵判据出发,对多元复相系的稳定平衡条件进行了详细的推证,给出了多元复相系的稳定平衡条件:CV>0,PV<0,∑li=1∑lj=1μiNδΝjδΝi>0,并对稳定平衡条件的物理意义作了说明。
6) evidence entropy
证据熵
补充资料:数据通信网(见数据通信)
数据通信网(见数据通信)
data communication network
shu)u tongxinwang数据通信网(datac。mmunicati。nne饰ork)见数据通信。
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