道路真理生命-- 美籍华裔物理学家,丁肇中先生的报告中的一篇漫谈式的议论文。作者先阐明格物致知精神在今天的重要性,而后揭示格物致知的真正意义![Image result for 格物致知](https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSyv9HNnk1en48wkffewX05bNHDStKE9_xfxw&usqp=CAU) Many years ago, I heard his talk and caught me surprise that he knows so much about 格物致知,源于《礼记大学》八目--格物、致知、诚意、正心、修身、齐家、治国、平天下--八阶段路线是两千多年来儒家弟子打怪、最后到达人生巅峰的人生圣经所论述的"欲诚其意者,先致其知致知在格物。 格物致知. 知事物之本末,窮事物之理. 英文科學(science)一詞來源於拉丁文scientia,意為“知識”、“學問”。在中國,科學一詞是外來詞,以前譯為格致,即格物 揭秘王阳明谪居村寨顿悟“格物致知”最高旨的详情. 在王阳明的思想变化著名的“龙场顿悟”是怎么回事? 格物致知 他說王陽明搬梯子"格"竹子, 悟竹子沖天而起快速長高.![Image result for 格物致知](data:image/jpeg;base64,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) 綠竹知衝: 少時也歷經辛勞遠足地名"竹知衝"- 綠水清山白雲藍天. 格物致知的随想. “大学之道,在明明德,在亲民,在止于至善”。《大学》之开篇之语一语道出了所有学问的目的,其最终的追求在“止于至善” 格物致知?咋格、咋致、什么知啊?__凤凰网 窮推至事物之理,欲其極處無不到也。』『所謂致知在格物者,言欲致吾之知,在即物而窮其理也。蓋人心之靈,莫不有知 .. Ref.: Dec 17, 2019 — 格物致知朱熹称此章为“传之五章,释格物致知之义”。因阙失作补传。补传反映了朱熹的完整认识论。朱熹讲的理,包括物理,但主要内涵是. 现代学术的基础就是实地的探察,就是我们现在所谓的实验。 但是传统的中国教育并不重视真正的格物和致知。这可能是因为传统教育的目的并不是寻求新知识,而 . Aug 12, 2012 — 格致之名,得自中国古老的哲学命题——格物致知。《礼记•大学》说:“致知在格物,物格而后知至。”此后两千余年,学者们对这个命题给出了多 ... |