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汉语拼音：jí hé lùn

简称集论”。研究集合的性质及其运算的一门数学分支。纯粹数学的各个分支几乎都建立在满足各种不同条件的集合之上，许多涉及数学基础的根本性问题都可归结为有关集论的问题。

• Mathematicians typically justify their fundamental axioms, in particular those of set theory, by informal appeals to the imagination.

  数学家就是个典型，他们会通过想象来证实基本原理尤其是集合论。

• The proof for this statement (which can again be carried out in ZF set theory) is included in the article on ideals.

  这个陈述的证明（它可以在ZF集合论内得出）包含关于理想的文章内。

• In general, supplier selection problems adhere to uncertain and imprecise data, and fuzzy-set theory is adequate to deal with them.

  通常，供应者选择问题坚持不确定和不精确的数据，并且模糊集合论足够与他们交易。

• It mainly introduces basic concepts and basic methods in logic, set theory, algebraic system and graph theory.

  该课程主要介绍逻辑学、集合论、代数系统以及图论的基本概念及其方法。

• Further developments of set theory, probability theory and their influences on Game theory.

  讨论了集合论和概率论的进一步发展对博弈论产生的影响。

• This course involves mathematic logic, theory of set, algebraic system and the theory of graph.

  它的主要内容包括数理逻辑、集合论、代数结构和图论。

• It is designed to determine whether you are comfortable enough with the language of set theory to begin the study of topology.

  它是用来考察你们对集合论语言是否足够适应以便开始学习拓扑学。

• However, it is the credibility measure which plays the role of probability measure in fuzzy set theory actually.

  然而，事实并非如此，在模糊集合论中正是可信性测度才扮演了概率测度的角色。

• Set Theory : Sets and Subsets, Set operations and the Laws of Set theory, Counting and Venn Diagrams.

  集合论：集合与子集，集合运算和集合的规律，计算与维恩图。