1、

by the restriction of geometry optics and space conjugate symmetric relation between focused image surface and object, the fis is changed into trim size, so the aim to measure three-dimensional is turned into reality.

利用聚焦像表面与物体间的几何光学的约束以及它们之间的空间共轭对称关系,将该三维表面变换到实际三维尺寸,以达到三维测量的目的。

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2、

It shows every step of elimination of symmetric and unsymmetric construct matrix with undirected and directed graphes, and indicates the reason of processing of fill-in and long operation, The numerical relation between them is given, also.

用无向图和有向图表示在消元过程中结构对称的和不对称的稀疏矩阵的变化,形象地说明产生填入和进行长运算的原因,并给出它们之间的定量关系。

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3、

Secondly, we recall the relation between the multiplication of 2-dimensional Lie triple system and symmetric bilinear functions, then using it to classify the 2-dimensional Lie triple system over the complex ( real) field and discuss their solvability.

第二部分,给出了二维李三系的运算与对称双线性函数的关系,并利用此关系对复(实)数域上的二维李三系进行分类,最后讨论它们的可解性。

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4、

A binary relation on a set that is reflexive and symmetric is called a compatible relation.

一个集合上的二元关系,如果它是自反的也是对称的,可称它为相容关系.

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5、

Matrix to determine whether it is reflexive and symmetric, Discrete Mathematics in the binary relation.

判断矩阵是否是自反的,对称的, 离散数学中的二元关系.

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6、

The definition of relation, relations properties about to reflexive and irreflexive, symmetric and antisymmetric and transitive, and its application in computer science has been recited.

介绍了关系的定义、关系的自反性和反自反性、对称性和反对称性、传递性五条性质,及其在计算机领域中的应用。

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7、

the feature of symmetric canonical form and the relation between the lu polynomial invariants and slocc classification in pure three-qubit case are presented at first.

首先介绍了三量子比特纯态情形对称正则形式的特点和LU多项式不变量与随机LOCC分类的关系。

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