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1)  pairwise constraints
成对约束
1.
Most existing semi-supervised clustering algorithms with pairwise constraints neither solve the problem of violation of pairwise constraints effectively,nor handle the high-dimensional data simultaneously.
现有一些典型的半监督聚类方法一方面难以有效地解决成对约束的违反问题,另一方面未能同时处理高维数据。
2.
Semi-supervised clustering algorithms use a small amount of supervision information in the form of labeled data or pairwise constraints to improve clustering performance.
半监督聚类通过利用少量有标号样本或成对约束等监督信息来提高聚类性能。
2)  pairwise instance-level constrain
成对实例约束
1.
It firstly takes advantage of the given pairwise instance-level constraint sets during initialization to guide the clustering of other video shots and associate each cluster of different dimensions with a weighting vector.
提出了一种对视频镜头的半监督聚类算法(SSCA),该算法首先在初始化时对已知的成对实例约束集进行聚类,利用在初始化时生成的簇来指导高维空间中其他视频镜头数据的聚类。
3)  Obligatory object
约束对象
1.
This paper discusses the technology of reasoning based on case of coupling neural network,the typical implemetation framework of reasoning based on case,the cases indexing modelbased on obligatory object and the three levels organization of example.
论述了耦合神经网络的实例推理技术,实例推理的典型实现框架、基于约束对象的实例检索模型及实例的三级层次组织。
4)  constrained object
约束对象
1.
So,a new approach for the knowledge representation of product family model based on constrained object is proposed.
针对目前产品族模型存在冗余、配置效率低、不易更新的问题,研究了基于约束对象的产品族模型的知识表示方法,有效地降低了产品结构冗余以及配置的复杂度,实现模型知识的有效封装。
2.
The paper gives a knowledge representation model of switch operation on high-level concept, and then proposes a simulation technique of switch operation based on satisfaction of constrained object state mapping and equipment restraint rules.
文中给出了高层概念的操作知识表示模型,提出了基于约束对象状态映射和操作规程约束满足的条件下设备操作仿真技术。
5)  dialogue constraint
对话约束
6)  symmetric constraint
对称约束
1.
By establishing binary symmetric constraints, two constrained flows of the hierarchy are presented, which are then reduced to Hamiltonian systems.
通过建立双对称约束,得到了该方程族的两组 约束流,并将其化为正则表示 Hamilton系统。
2.
In this paper, by means of symmetric constraint, a new integrable system is obtained, and the ralation between the system and the following eigenvalue problem is discussed.
利用对称约束,得到了一个与谱问题相联系的新的完全可积Hamiltonian系统,并进一步讨论与之相关的发展方程族的解。
3.
By establishing binary symmetric constraints,two constrained flows of the hierarchy are presented and reduced to Hamiltonian system.
基于一个新的等谱问题,按屠格式导出了一族新的可积系,具有双Hamilton结构,通过建立双对称约束,得到了该方程族的两组约束流,并将其化为正则的Hamilton系统。
补充资料:成对比较试验
分子式:
CAS号:

性质:将比较的两因素成对地进行对比性试验。在试验受其他因素干扰较大,而试验精度又不理想的情况下,采用成对试验法效果较好。它是试验研究中经常采用的一种试验方法。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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