1) intuition inferences
直觉判别
1.
In this paper, the author took the mathematics conjecture as a developmental thinking course and discussed the three principal thinking forms running through the course intuition inferences, intuition distinguishes, intuition imaginations.
数学猜想在数学探究性活动中的基本思维形式主要有以下3种:(1)直觉判别,这种判别通常在经验判别和审美判别2个层次上具体进行;(2)直觉想象,它实质上是思维的内插法,即在一系列已确定的事实之间填补空白,它主要表现为物理直觉想象与几何直觉想象;(3)直觉推断,它是指由一个或几个直觉判别,直接推出另一个直觉判别的思维过程。
2) Intuitional judgment
直觉判断
3) line judgment
直线判别
1.
As curves can be approached by polygons, line judgment is very important in image analysis, recognition, measurement, etc where shape matching is needed.
由于曲线通常可以用直线段逼近 ,直线判别在图象分析、识别及测量等很多涉及形状匹配的领域均有重要应用。
4) intuition judgment
直觉性判断
5) line-based judging method
直线判别法
1.
A line-based judging method is brought out to deny the false corners,and the advanced feature is set up on it,which has improved the matching performance greatly.
提出了直线判别法来去除伪角点,并在此基础上建立了角点的高级特征,大大提高了匹配效果。
6) audio judgement
直观判别法
补充资料：义务直觉主义(见直觉主义伦理学)
义务直觉主义(见直觉主义伦理学)
obligatory intuitivism
丫lwU zhljue之卜口丫l见义务直觉主义 直觉主义伦理学。(obligatory intuitivism)
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