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1)  pick drop
pick-drop
2)  PICK system
PICK
3)  drop property
drop性
1.
In this paper, we define a new concept of Kstrong convexity by Drop property and Kdimensions volume.
 结合Banach空间的Drop性,利用K维体积给出了K-强凸空间的一个新的定义,同时也给出了K-强光滑空间定义的K维体积表示,然后利用单位圆的切片证明了K-强凸空间是自反空间,进而证明了K-强凸空间与K-强光滑空间是一对对偶空间。
4)  Pick's disease
Pick病
5)  Drop-Tail algorithm
Drop-Tail算法
1.
The simulation results show that there is little performance difference between RED and Drop-Tail algorithms because of the negative effects of the self-similar traffic and the features of the WLANs.
仿真结果表明由于业务流的自相似性的负面影响和无线网络本身特点的影响,RED算法和Drop-Tail算法的性能差别不大。
6)  Drop theorem
Drop定理
1.
In this paper, Drop theorem in topological linear spaces is established.
给出了拓扑线性空间中的一个Drop定理。
2.
In locally convex spaces,we extend drop theorem,Phelps lemma and Eke- land s principle by using their own normed linear spaces versions.
在局部凸空间框架下,我们利用Drop定理,Phelps引理和Ekeland变分原理的赋范线性空间的形式对其分别进行了推广。
3.
In this paper, Drop theorem, Phelps lemma, Ekeland s principle and Pareto efficiency theorem due to Isac are generalized to locally complete locally convex Hausdorff spaces.
本文将Drop定理,Phelps引理,Ekeland变分原理和基于Isac的Pareto有效性定理推广到局部完备的局部凸Hausdorff空间,而且证明了它们彼此是等价的。
补充资料:drop test
分子式:
CAS号:

性质:在小块滤纸或点滴盘上,用毛细滴管滴加一、两滴试液和试剂对试样进行定性鉴定的操作过程。

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