Study of Integrated Information System for Geometrical Tolerances in the New-generation GPS Based on Category Theory

1、

Cognitive Study on Polysemy in Terms of Prototypical Category Theory

多义性在原型范畴理论上的认知研究

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In this part the theory of the administration and business administration and related basic category theory are discussed.

这部分从理论上对行政管理和工商行政管理的基本范畴及相关理论进行了论述。

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3、

Modern category theory holds that any category is developed from its archetype.

现代范畴理论认为任何范畴中都有原型成员，范畴是由该原型向外扩展形成的，范畴周边的成员与内部的成员具有家族相似性。

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4、

In this thesis we try to apply category theory to the representation of machine learning.

本文就是这方面研究的一种尝试，利用范畴理论解决机器学习的表示问题。

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5、

An Application of Category Theory in fibre Spaces

畴数理论在纤维空间的应用

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Development of Category Theory and Its Contributions to Cognitive Linguistics

范畴理论的发展及其对认知语言学的贡献

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Application of Prototype Category Theory in Teaching of Linguistics

原型范畴理论与高校语言学概论教学

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8、

It successfully solves the problems that classical category theory has.

它成功的解决了经典范畴理论所遇到的问题。

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9、

A Category Theory Based Conceptual Modeling Method for Emergency Decision-Making

一种基于范畴论的应急决策概念建模方法

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10、

Many scholars have conducted research on the category theory since him.

自维特根斯坦之后，许多学者对此作过深入研究，如：Berlin&Kay通过对颜色词的研究。

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11、

The paper reviews category theory based on similarity and theories.

本文综合概述了基于相似性和理论驱动的归类理论。

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12、

Formal description for architecture model based on feature and category theory

基于特征和范畴理论的体系结构模型形式化描述

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13、

Efficient Chinese Teaching in Senior High School Based on Knowledge Category Theory

基于知识分类观的高中语文有效教学

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Furthermore, category theory is introduced into software engineering as an efficient mathematics tool.

进而，把范畴论作为一种高效的数学工具引入到软件工程领域。

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15、

The Research and Application of the Category Theory Model for Generic Programming

泛型程序设计的范畴论模型研究及其应用

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16、

Let H be a finite Hopf algebra, B a commutative ring, H 0 the category of all commutative, co-commutative finite algebra, C the category of commutative rings and A of commutative groups.

设H为有限Hopf代数，B为交换环，H0为交换、余交换的有限Hopf代数范畴，C为交换环范畴，A为交换群范畴。

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17、

At the same time, commutative rings are studied in Commutative Algebra in nature.

同时，交换代数本质上是研究交换环的。

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18、

Property of multipliers with a finite dimentional range on commutative h~-algebra

交换H~-代数上有限秩乘子的性质

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19、

It is obtained that the commutative completely idempotent algebra which has unit element and no zero factor is a extension field on F. The structure of two dimension completely idempotent algebra is given out.

本文首先得出哉F上有单位元无零因子交换完全幂等代数A是F的扩域的结论，给出域F上二维完全幂等代数的结构；

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20、

We present the trigonometric representations of structured matrices by using displacement rank and commutative Hessenberg matrix algebra. Applications on Toeplitz and Toeplitz-plus-Hankel matrices are discussed.

利用位移秩和交换Hessenberg矩阵代数给出结构矩阵的三角表示，并讨论在Toeplitz矩阵和Toeplitz+Hankel矩阵方面的应用。

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