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数理逻辑 的英文翻译、例句

数理逻辑

词组短语
mathematical logic · symbolic logic
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His main contribution is the first in mathematical logic, his departure from mathematical logic, the logic of established Atomism and a new realism, he became the founder of modern philosophy of one.

他的主要贡献首先是在数理逻辑方面,他由数理逻辑出发,建立起来的逻辑原子论和新实在论,使他成为现代分析哲学的创始人之一。

The course contains four sections as follows: mathematical logic (including basic concepts of propositional logic and predicate logic, propositional calculuses and inference theories), set theory (including set algebras, relations, functions and cardinal numbers), algebraic structure (including algebraic systems, semigroups and groups, rings and fields, lattices and Boolean algebras), graph theory (including basic concepts of graph, Euler graphs and Hamiltonian graphs, trees, planar graphs and coloring graphs, some special vertex subsets and edge subsets).

本课程包含四部分内容:数理逻辑(包含命题逻辑与一阶逻辑的基本概念、等值演算以及推理理论),集合论(包含集合代数、二元关系、函数和基数),代数结构(包含代数系统、半群与群、环与域、格与布尔代数),图论(包含图的基本概念、欧拉图与哈密顿图、树、平面图及图的着色、图的某些特殊的顶点子集与边子集)。

It introduces the basic knowledge and ideas of mathematical logic and classic set theory, including proposition logic and predicate logic, reasoning calculus and theorem proving methods, basic operations and properties of sets and relations, functions of any sets and their properties, the cardinals of infinite sets, and the applications of knowledge and ideas above in computer sciences.

本课程系统介绍数理逻辑与朴素集合论的基础知识,包括:命题逻辑和谓词逻辑、定理的推理演算和机器证明方法,集合和二元关系的基本运算和性质、任意集合中的函数及其性质,无穷集合的基数,以及上述知识在计算机科学中的应用。

It is well known that first-order logic and axiom set theory are two part of the whole mathematical logic.

众所周知,一阶逻辑与公理集合论是数理逻辑的两个组成部分,其中,一阶逻辑是数理逻辑的基础部分。

Proposition logic takes the proposition as the fundamental research object mathematization logical system,propo- sition logic is the mathematical logic foundation,also is the theoretical basic of computer science and the technical.

命题逻辑是一个以命题为基本研究对象的数学化的逻辑系统,命题逻辑是数理逻辑的基础,也是计算机科学与技术的理论基础。

As the logical foundation of sematics, it is Known that the model theory treats the relationships between syntactic constructs and semantical features thereof, and that the model theoretic logic cares, under the frame of abstract logic, for the similarity, distinctness and interrelationships among various extended logics.

作为语义方法的逻辑基础,模型论是研究逻辑的语法构造与语义属性之间联系的一门数理逻辑的分支;而模型论逻辑则是在抽象逻辑的框架中,用模型论的方法研究各种扩充逻辑系统的异、同及相互关系。

The Logic-information method is one kind of theories of quantification, and it is a comprehensive mathematical analysis method based on symbolic logic, Comprehensive analysis, and mathematical statistics.

逻辑信息法是数量化理论的一种,该方法是以数理逻辑、组合分析及数理统计为基础的一种综合数学分方法。

In mathematical logic, predicate logic is the formal system of universal symbolic terms, such as first order logic, second order logic, many types of logic or infinitary logic ...

数理逻辑中,谓词逻辑是符号形式系统的通用术语,比如一阶逻辑,二阶逻辑,多类逻辑或infinitary逻辑。。。。

They are: the achievements of textual research and exegesis of Zhu Zi Xue in Qing Dynasty; the promoting effect of the introducing Western theories that took on the research of Chinese classical logic; taking the doctrine of Moism and scientific logic method as a methodological weapon for propagating reformist thought and Liang Qichao"s favor to Mo Zi and theory of Moism.The second part is about Liang Qichao"s achievements of logic and methodology: he analyzed induction and deduction, and thoroughly analyzed induction in particular, and his thought about those was mainly correct; he analyzed comparison as a component of induction and discussed the cognitive function of comparison, he also explained how to use comparison in the research of history; he not only explicated the thinking process of analytical method and synthetic method, but also integrated the two methods with studying history and reading history , and turned them into specific research methods of history ;he expound the rule of causal law , just as Leibnizs principle of sufficient reason in Western modern times and the law of sufficient reasonin universal logic; he discussed nominal classification, and analyzed wrong classification of the forefathers, then he pointed out the significance of clarifying the basic of division .

不足在于:①梁启超对于各种科学方法的论述不够系统、全面;②梁启超比较研究方法仍存在一些缺陷,他的比较研究主要是将墨家论式与西方逻辑的三段论(有的与印度因明的三支作法)形式作求同研究,缺乏系统性和全面性,而且对三种逻辑的共同点和差异点的分析也缺乏理论深度,加之梁启超不懂得数理逻辑,缺乏精确的数理逻辑工具,因而使这种对比分析缺乏严密性和精确性。

It summarizes Liang Qichaos achievements and shortcomings, and the enlightenments his achievements and shortcomings give us. Such are his shortcomings: his exposition of all kinds of scientific methods was not systematic and thorough; his comparative method of studying logic of Moism still had some defect, becau

同时,我们要注意在运用比较方法挖掘墨家逻辑学时,应运用多种逻辑方法如形式逻辑、数理逻辑、逻辑语义学、论证、论辩逻辑、辩证逻辑、模态逻辑等作为工具和手段,全面阐发墨家逻辑思想。

更多网络解释与数理逻辑相关的网络解释 [注:此内容来源于网络,仅供参考]

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数理逻辑 chop logic 诡辩,公孙龙,名家:mathematical logic

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