逻辑推理包括数学推理:实际问题和可能的解决方案

B. Wong
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引用次数: 0

摘要

任何形式的逻辑推理都是生活的一个重要方面;它是通过写作或演讲用逻辑说服或说服他人,例如,科学家、政治家、商人、金融家、律师和许多其他人都这样做。本文指出,逻辑陈述、论证和辩论本身往往不能带来正确和正常的结果。它描述了人们经常卷入毫无结果的争论和辩论的场景,并说明了为什么逻辑的应用,例如,在逻辑的争论或辩论中,往往不能达到预期的结果,很多时候以沮丧、不快乐、糟糕的感觉和糟糕的关系告终。来自数学的场景,可能代表了最严格的逻辑推理形式,以及科学的描述。本文还探讨了逻辑推理中遇到的问题以及一些推理模式。与思维封闭的人、下定决心不被说服的人、甚至是不够聪明无法被说服的人讲道理并说服他们,这将是困难的,也可能是不可能的。本文提出了解决这一严重问题的方法,这很重要,因为这将有助于和平与和谐。(发表
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Logical reasoning including mathematical reasoning: Practical problems and possible solution
Logical reasoning in any form is an important aspect of life; it is persuading or convincing others with logic through writing or speech, for example, scientists, politicians, businessmen, financiers, solicitors and many others do this. This paper points out the frequent inefficacy of logical presentations, arguments and debates per se in bringing about the correct and wonted outcomes. It describes the scenario of people frequently involved in fruitless arguments and debates, and shows why the application of logic, for example, in logical argument or debate, could not often achieve the desired outcomes, much of the time ending up with frustration, unhappiness, bad feelings and poor relationships. Scenarios from mathematics, which probably represents the most rigorous form of logical reasoning, and science are described as well. The paper also delves into the problems encountered in logical reasoning as well as some modes of reasoning. It would be difficult and might be impossible to reason with and convince someone with a closed mind-set, someone who has made up the mind not to be convinced, or even someone who is not intelligent enough to be convinced. The paper presents a resolution to this serious problem, which is important, as that would be conducive to peace and harmony. (Published
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