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concepts
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  概念
    Logical Characteristics of Scientific Concepts
    论科学概念的逻辑特征
短句来源
    On the Issue of Relationships Between Concepts
    关于“概念间的关系”的问题
短句来源
    Construction of Von Wright Action Logic and Special Negative Concepts in it
    冯赖特行动逻辑的构建和其特殊的否定概念
短句来源
    On Fictional Concepts
    论虚概念
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    New Ideas on Concepts,Their Objects and Definitions
    关于概念与其对象及定义的新见解
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  观念
    Actually, to realize the logic teaching materials modernization, besides writing high quality logic teaching materials of university, three transitions of ideological concepts must be realized: a transition from the view of non system to the value of system, a transition from the value of phase development to the value of crossing development, a transition from the value of traditional talent to the value of new talent.
    实际上 ,要实现逻辑教学现代化 ,除了编写高质量的大学逻辑教材外 ,还必须实现思想观念的三个变革 ,即由非系统观向系统观转变 ,由阶段发展观向跨越式发展观转变 ,由传统的人才观向新的人才观转变。
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  “concepts”译为未确定词的双语例句
    Liang Qi-cao's Research on the Concepts of Mohist Logic
    梁启超对墨家逻辑诸概念的研究
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    Investigation and Analysis of Confucius’ Correction of Logic Concepts
    孔子正名逻辑思想的初步探析
短句来源
    Two Different Concepts of the Liar Paradox:A Comparative Study of the Situational Semantic Solution and Paraconsistent Logical Solution
    两种不同的悖论观——情境语义学解悖方案与次协调逻辑解悖方案比较研究
短句来源
    However, Carnapdeparts from the syntactic rules at last-the acceptance of indefinite concepts made him use themethod of valuation of semantics.
    然而,他最终还是背离了句法原则:非确定概念的接受使得他必须使用具有语义学性质的赋值方法。
短句来源
    I follow the great Zongkaba's viewpoint to open the theoretic values of this two concepts in the areas of ontological andepistemological system.
    文章遵从宗喀巴的观点揭示了这两个范畴在哲学本体论和认识论方面的观点和理论价值。
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  concepts
There are natural concepts of the action of ann-valued group on a space and of a representation in an algebra of operators.
      
This is a survey of recent work involving concepts of self-similarity that relate to
      
The characterization of low pass filters and some basic properties of wavelets, scaling functions and related concepts
      
In this article, a comprehensive examination of the interrelations among these localization and approximation concepts is made, with most implications shown to be sharp.
      
The method converts the frame problem into a set of ordinary differential equations using concepts from classical mechanics and orthogonal group techniques.
      
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This article gives both an exposition and a critical analysis of some classical concepts concerning infinite aggregates, in particular, the set of natural numbers and the continuum formed by mathematical points. It is pointed out that the complete infinite sequence of natural numbers cannot consist of only finite ordinals, thus a kind of so-called "potential tail" may be defined. Moreover, a kind of non-Cantorian theoy of mathematical continuum with varoius types of ivision is briefly mentioned and discussed....

This article gives both an exposition and a critical analysis of some classical concepts concerning infinite aggregates, in particular, the set of natural numbers and the continuum formed by mathematical points. It is pointed out that the complete infinite sequence of natural numbers cannot consist of only finite ordinals, thus a kind of so-called "potential tail" may be defined. Moreover, a kind of non-Cantorian theoy of mathematical continuum with varoius types of ivision is briefly mentioned and discussed. The essential idea involved is to make a distinction between the division points and the elements of the continuum to be divided.

本文批判地分析了有关无穷集合的某些传统观念,特别是对于自然数集合和由数学点构成的连续统概念。指出了一个完全的自然数无穷序列不可能由且仅由无穷多个有穷序数去组成,如此就引进并定义了叫做“潜尾”的概念。进而简要地陈述并讨论了一组不同类型的数学连续统的非Cantor理论,其实质性的概念在于分辨己被分割了的点与连续统的元素的可分割性之间的区别。

This paper is the second one of a series of papers which concern with the concepts of mathematics,views of infinite,and methodolgy of various schools in the field of Foundations of Mathematics. In this paper, we are discussing the concept of intuitionism, and their logic,and their constructive mathematics.In addition, there is also an exposition of general remarks on Intuitionism.

本文主要讨论直觉主义派的数学观、无穷观、逻辑规则和构造性数学,同时还概述了人们对直觉主义派的一般评论。

This paper, as the third one of a series of papers which concern the concept of mathematics, views of infinite,and methodology of various schools in the field of Foundations of mathematics, is about the methods of thinking of Hilbe rtism and Formalism.By this analysis, we suggest that we should distiquish Hilbertism from Formalism.

本文是讨论数学基础诸流派的数学观、无穷观和方法论的一系列文章中的最后一篇。主要讨论Hilbert主义派和形式主义派的思想方法;另外,根据这种分析,我们认为应把Hilbert主义派从现代形式主义派中区分出来。

 
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