1) pure state range
纯态值域
1.
In this paper,the pure state ranges of non-commuting C~*-algebras are discussed and a representation of the essential pure state range of a pair of elements in the tensor products algebra of non-commuting C~*-algebras are obtained.
讨论了非交换C*-代数的谱与纯态值域,得到了C*-代数张量积中两个元的本质纯态值域的表示。
2) dynamic value region
动态值域
1.
With the introduction of two conceptions,optimum gray region and dynamic value region,the key technologies including the optimum false color display and the strengthening dynamic local display are solved.
通过引入最佳灰度域和动态值域概念 ,解决了实验热像分析处理所要求的最佳伪彩色显示与动态局部增强显示等关键技术。
3) dynamic thresholds
动态域值
1.
We first discuss some buffer management schemes and algorithms oriented to fixed length cells with dynamic thresholds-DT and Optimal DT,and DT for multiple loss priorities.
本文首先介绍了面向定长信元的几种典型动态域值缓存管理算法———DT算法与最佳DT算法以及多优先级DT算法 。
4) Dynamic threshold algorithm
动态域值算法
5) pure state
纯态
1.
Concurrence of the mixed state of two non-orthogonal pure states;
二非正交纯态相混合的concurrence
2.
Distinction and relationship of pure state and mixed state are discussed.
讨论和介绍了纯态与混合态的区别和联系。
3.
In this paper,the pure state ranges of non-commuting C~*-algebras are discussed and a representation of the essential pure state range of a pair of elements in the tensor products algebra of non-commuting C~*-algebras are obtained.
讨论了非交换C*-代数的谱与纯态值域,得到了C*-代数张量积中两个元的本质纯态值域的表示。
6) pure states
纯态
1.
The set D~1(H) of pure states is the foundation of studying the space D(H) of density states.
纯态D~1(H)是研究所有密度态空间D(H)的基础。
补充资料：纯纯
1.诚挚貌。
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