inductive reasoning中文,inductive reasoning的意思,inductive reasoning翻译及用法

2025-09-07 19:10 浏览次数 6

inductive reasoning

英[inˈdʌktiv ˈri:zənɪŋ]美[ɪnˈdʌktɪv ˈrizənɪŋ]

[计][数] 归纳推理;归纳法

inductive reasoning 英语释义

英语释义

  • reasoning from detailed facts to general principles

inductive reasoning 例句

英汉例句

  • when analyze financial factor, decision tree method on the basis of inductive reasoning means is adopted to analyze the infection of financial factor to loan risk classification.

    在财务因素分析上,采用基于归纳推理方法的决策树方法,分析了财务因素对贷款风险分类的影响。

  • the coming of new indian hetuvidya realized its logical leap from inductive reasoning to deductive reasoning.

    印度古因明到新因明实现了类比推理向演绎推理的飞跃;

  • there are deductive reasoning and inductive reasoning in games. the two reasonings have connection and difference.

    博弈逻辑分演绎推理和归纳推理两种,这两种推理既有联系,又有区别;

  • the diversity effect of inductive reasoning means that if the premises in an inductive argument is more different, the people will intend to assess the inductive argument is stronger.

    归纳推理多样性效应是指一个归纳论断的前提差异越大,个体一般会倾向于认为这个论断的力度越大的现象。

  • inductive reasoning is the process in which one reasons from a specific to a general case or fact;

    归纳推理是从特定的事件、事实向一般的事件或事实进行推论的过程,旨在将知识或经验概括简约化。

  • by local rational theory of inductive reasoning, we modify the reasoning mode of common nonmonotonic logic, and so we provide a new formal method of inductive reasoning under the deductive model.

    借助于归纳推理的局部合理性推论,本文修正了常见非单调逻辑的推理模式,从而提出了一种新的在演绎框架下实现归纳推理的形式方法。

  • there are deductive reasoning and inductive reasoning in games.

    博弈逻辑研究理性人在互动中的推理问题。

  • francis bacon, inductive reasoning

    弗兰西斯培根,归纳推理

  • this paper studies the rational problem of general inductive reasoning and nonmonotonic reasoning.

    本文研究了一般归纳推理与非单调推理的合理性问题。

  • inductive reasoning has always worked very well for us, its worked in past; it should work in the future, shouldn't it?

    归纳推理对于我们来说总是非常奏效;,它在过去奏效,在将来也应该奏效,对吧?

  • inductive reasoning is rational because there is some common knowledge and probably reach a tactful equilibrium by many plays in our interaction.

    在互动的人群的博弈中,由于总是存在某些公共知识,通过若干次博弈,总是有可能达到策略均衡,因此归纳推理总是合理的。

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