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1.geometrical invariability of structure
结构的几何不变性收藏指正
2.ON THE INVARIABILITY PRINCIPLE OF THE MAXWELL-EQUATIONS UNDER THE LORENTZ-TRANSFORMATION
关于Maxwell方程在Lorentz变换下的不变性原理收藏指正
3.How to verify the phase invariability of electromagnetic waves is avery important phoblem in the electrodynamics.
如何论证电磁波的相位不变性,这在电动力学中是一个重要的问题.收藏指正
4.Finally a confor-mal invariability of norm integrate of the second fundamental form was obtained by using the Conformal invariability of the total mean curvature of the surface in E3 and the Gauss Bonnet theorem.
最后利用E~3中曲面的全中曲率的共形不变性以及Gauss Bonnet定理,得到了第二基本形式模方积分的共形不变性收藏指正
5.Smile is sunshine giving off warmth to us. Friendship is spring bringing comforts to us. Love is a flame forging invariability in life.
微笑是阳光,它给人温暖;友谊是春风,它伴随抚慰;爱情是火焰,它锻造永恒。收藏指正
6.First, the counterparts of the points on image in camera coordinate system (CCS) are found by utilizing two properties, namely collinearity and Euclidean distance invariability.
首先,利用共线性和欧氏距离不变性这两个特性可以求得图像中的点在相机坐标系(CCS)中的坐标。收藏指正
7.At last, accroding to the charecteristic that HU invariant moments possess RTS invariability to continuum image but not scatter image, the relative betterment is used to make it RTS invariant to scatter image.
最后,针对Hu不变矩对连续图像具有旋转、缩放和平移不变性,但是对离散的图像不具有缩放不变性的特点。 本论文进行了相关的改进,使改进后的HU不变矩具有针对离散图像的旋转、缩放和平移不变性收藏指正
8.It analyzes the conditions that cause information to remain invariable or cause information to be lost or gained,and obtains rough communication information invariability theorems,an information loss theorem,an information gain theorem,information rough communication principles and the methods of improving accuracy of information rough communication.
利用粗糙集理论对这两种信息粗传递进行了讨论,分析了粗传递信息保持不变、发生损失和发生增益的条件,得到了下近似和上近似粗传递信息不变定理,下近似粗传递信息损失定理,上近似粗传递信息增益定理,下近似和上近似信息粗传递原理以及提高信息粗传递精确性的方法。收藏指正
9.Exact solutions of Liouville equation in central force-field problems for (1) the exponent potential system, for (2) the Morse potential system, for (3) the Hulthen potential system and for (4) the Woods-Saxon potential system have been obtained by canonical invariability of Poissons bracket and general method of canonical transformation of turning Hamiltonian into momentum
利用Poisson括号的正则不变性和文 [1]中“化动量正则变换”的一般方法 ,求得了定态Liouville方程的四类中心力场问题精确解 :(1)指数势系统 ,(2 )Morse势系统 ,(3)Hulth??势系统和 (4)Woods -Saxon势系统。收藏指正
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