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1)  subitizing
感数
1.
An ERP Study of Subitizing-counting Dichotomy under Different Attentional Conditions;
不同注意条件下感数和计数的ERP研究
2.
During the process of enumeration, researchers found that enumeration of three or fewer objects is very fast and accurate (often called “subitizing”), but gets slower and more error prone for more than three items (“counting”).
研究者在列举任务中发现,被试对3个以内项目的报告既快又准确(一般称之为“感数”),而对3个以上项目的报告既慢又容易出错误(“计数”),由此他们提出感数和计数属于两种不同性质的加工过程,一系列行为数据的反应时和正确率指标支持了这一假设。
3.
The event related potentials (ERPs) were recorded in normal young subjects to investigate the calculational abilities with/without distractors, and shed light on the relationship of subitizing and counting.
对于较小数目的快速准确认知的“感数”现象一直是一个引人兴趣的问题 ,这一感数过程到底本质是什么 ,它与计数过程究竟是同一种加工还是分属两种不同类别 ,对于这个问题多年来一直存在着争论。
2)  Number Sense
数感
1.
Education Function of the Number Sense in the Mathematics Course;
数学课程中数感的教育功能
2.
Research on the Development and Character in Number Sense of the Pupils
小学生数感的发展与特征研究
3.
The cultivation of students number sense is basically the foundation of improving their capability of mathematics and the spirits of rationalism.
培养数感是提高学生数学能力和理性精神的基础。
3)  Subitizing and Counting
感数与计数
4)  remote sensing data
遥感数据
1.
Method and Model of Water Body Extraction Based On Remote Sensing Data of MODIS;
基于MODIS遥感数据的水体提取方法及模型研究
2.
Integration and sharing of remote sensing data in China;
我国遥感数据的集成与共享研究
3.
The discussion about origin of fuzzy uncertainty of remote sensing data and processing methods;
感数据模糊不确定性来源及其处理方法的探讨
5)  sensitivity parameter
敏感参数
6)  sensitivity coefficients
敏感系数
1.
\ The sensitivity coefficients to the porosity are derived from the initial boundary value problems for the fluid equations in porous media by the Green's Reciprocity Principle.
 由渗流微分方程定解问题,利用格林互易定理导出了网格压力对孔隙度的敏感系数,再由Peaceman方程给出了井底压力对孔隙度的敏感系数。
补充资料:吾庐东北皆修竹茂林羽族来栖者不可数计感而
【诗文】:
遶舍皆茂林,万数栖鸟雀,诘旦辄争鸣,未暝纷已泊。
清阴交欲暗,丹实熟可啄。
吾庐少人迹,媿尔肯见托。
虽无惠养德,亦免弹射虐。
结巢俯可窥,淳风今岂薄!


【注释】:
【注释】:原题:吾庐东北皆修竹茂林羽族来栖者不可数计感而有作



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