构造论

HUANG Jiqing gave a brilliant exposition with E. Argand's mobilism thought as to the dynamical evolution process of the tectonics in On Major Tectonic Forms of China.

在《中国主要地质构造单位》中，他运用阿尔冈活动论的思想，阐述了中国大地构造的动力演化过程。

On the base of Frege's study, Russell put forward the theory of types to settle Russell's paradox. On the base of non-set, Russell brought forward axiom of infinity and axiom of option as the premises and built a system. He tried to defined the non-negative integer in logic terms and derive the theorems of arithmetic from the laws of logic by deductive method.

罗素在弗雷格研究的基础上，提出逻辑类型论来解决罗素悖论，以非集合论理论为基础，以无穷公理和选择公理为前提，利用逻辑概念定义数学概念，并构造系统，通过逻辑演绎法从逻辑公理推导数学定理。

A technique to construct nonbinary quantum cyclic codes by graph method given by Schlingemann and Werner with a specific example is presented.

利用由Schlingemann和Werner两人提出的构造量子纠错码的图论方法，给出了一个构造非二元量子循环码的方法，并给出一个具体的例子。

Finally, the formula of steganographic capacity under passive attacking or active attacking is described.(3) Under analyzing the maneuver of information hider and attacker in a steganographic system, the sets of strategy for hider and attacker is set up.

从一个新的角度，用对策论的观点研究信息发送者和攻击者行为，给出了构造发送者与攻击者的策略集，进而建立隐秘通信系统对策论模型的方法和求解最优策略的算法。

It centers on the relationship between Godel"s incompleteness theorem and the paradox. The author expounds the influences which paradox exerts on Godel"s Incompleteness Theorems generating, constructing, and the process of proof, and tries doing some technical work, such as symbolizing, etc.

悖论与数理逻辑三大成就的关系：其中以悖论与哥德尔不完全性定理的关系为重点，从悖论对哥德尔不完全性定理产生、构造及证明过程的影响进行了论证，并尝试做一些符号化等技术性的工作。

At present, our main result in this direction is that we have proved the topological charge of instantons in degenerate noncommutative spacetime to be an integer, i.e., to be exactly its instanton number, using ADHM construction; by the way, we have discussed the realization of conformal symmetry of the ordinaty instanton solutions on the instanton moduli space and obtained some primary result, again using ADHM construction.

目前该方面所取得的主要成果是利用ADHM构造证明了退化的非对易时空中瞬子的拓扑荷为整数，即严格等于其瞬子数；另外，顺带用ADHM构造对通常规范场论中瞬子解的共形对称性在参数空间上的实现进行了研究并取得了初步的成果。

Firstly, we give a necessary and sufficient condition for a nonnegative square matrix to be decomposed into a product of a finite number of irreducible nonnegative matrices in chapter 1. We prove it by using Frobenius normal form in combinational matrix theory and associated directed graph in graph theory. In addition, we can limit the number of factors to three, and construct every factor.

首先，在第一章中，我们给出了一个非负矩阵可以分解成有限多个不可约非负阵的乘积的充要条件，证明过程利用了组合矩阵论中的Frobenius标准型和图论中的伴随有向图，并且将乘积中的因子个数限制到三个，具体地构造出了分解式中的每个不可约非负阵。

In allusion to the problem of different genesis in different structural locations, complex evolution history of diagenesis and invasion of diabase in low permeability reservoir, a new evaluating criterion was proposed for 6 element evaluation, including structure, deposition, diagenesis, fluid, physical property and diabase. The reservoir is classified and evaluated by using grey correlating method and using subzone as unit.

针对低渗透储层不同构造部位成因不同、成岩演化历史复杂、辉绿岩侵入等问题，提出了以构造、沉积、成岩、流体、物性、辉绿岩为主的"六元论"评价新标准，利用灰色关联的分析方法，以小层为单元进行了储层综合评价及分类。

The penetrating strength of Wundt's doctrine of apperceptionin modern psychology is discussed in connection with psychology of learning,genetic epistemology, theory of information processing andpsych...

尽管如此，冯特的统觉论在现代心理学中有着很强的渗透力，例如在学习心理、教育心理、发展认识论以及信息加工论各方面都留下以统觉论为代表的构造派的痕迹。这可能是因为冯特的统觉心理学在若干主要方面反映出客观现实的辩论法。用实验方法系统地研究统觉问题具有十分重要的意义。

This thesis firstly introduces the method of Attribute Theory, and then introduces the model of selecting matriculates based on Attribute Theory.

本论文首先简要介绍了属性论方法，然后介绍了属性论的高考招生模型，在此基础上对基于属性论的高考招生模型进行分析，对模型中的标准点、标准线和满意度提出具体的算法，利用模糊数学的贴近度方法来构造满意度。

Chrysanthemum of 10 thousand birthday is lax to edaphic requirement, with the arenaceous qualitative loam with fecund, good drainage had better.

万寿菊对土壤要求不严，以肥沃。排水良好的砂质壤土为好。

He unstepped the mast and furled the sail and tied it.

他拔下桅杆，把帆卷起，系住。