1) imperfect induction
不完全归纳推理
2) incomplete induction
不完全归纳
1.
Taking as an example of Wallis interpolation,this article describes that Wallis got the result depending on incomplete induction and analogical inference,which demonstrates the algorithmic tendency of 17th century.
在详细分析Wallis插值法的基础上指出 ,Wallis的插值结果完全是依赖于不完全归纳和类比推理得到的 ,古希腊所要求的那种严格的推理论证不见了 ,这充分显示了 17世纪的算法倾向 。
4) Inductive reasoning
归纳推理
1.
The Relations between the Categorization and Diversity Principle of Inductive Reasoning;
分类活动与归纳推理多样性效应的关系
2.
A dynamic self-learning efficient intrusion detection model was proposed based on inductive reasoning.
提出了一种基于归纳推理的动态自学习的高效入侵检测模型。
3.
This paper detailes the relation of inevitability and contingency in chemical researehes, analyses the significance of the inductive reasoning and opportunity in chemical researehes, and discusses the soaree of and the approaches to opportunities in chemical researches.
为阐述化学研究中必然性与偶然性的关系，分析了化学研究中归纳推理和机遇的重要性，并讨论了化学研究中机遇的产生根源和捕捉方法。
5) inductive inference
归纳推理
1.
Influence of knowledge context on inductive inference;
知识背景对归纳推理的影响
2.
This paper analyzes the difference between inductive inference and deductive inference, presents a formal logic framework for inductive inference, and defines the concepts of reconstruction and inductive sequence.
分析了归纳推理与演绎推理的区别，给出了归纳推理的形式化规则，定义了重构和归纳进程（序列）的概念。
3.
The issue of the rationality of inductive inference was first raised by David Hume, so it is also called "Hume s problem".
归纳推理的合理性问题最早由体谟提出，故又称“休谟问题”。
补充资料：不完全归纳推理
“完全归纳推理”的对称。以关于某类事物中部分对象的判断为前提，推出关于某类事物全体对象的判断做结论的推理。在归纳推理中，完全归纳推理是不多的，不完全归纳推理则是大量的。有两种：(1)简单枚举归纳推理，这是或然性推理；(2)科学归纳推理，这是必然性推理。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条