File:Classical-Definition-of-Kno.png
Classical-Definition-of-Kno.png (421 × 298像素,文件大小:8 KB,MIME类型:image/png)
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摘要
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A Venn Diagram simplification of Plato's definition of knowledge. (More precisely, as Gettier himself puts it, Plato first mentions the tripartite definition of knowledge as justified true belief in Theatetus 201, and appears to support it in Meno 98.) The Venn Diagram restricts the domain of knowledge to propositions. This is a restricted, philosophical sense of knowledge (see Epistemology). It recognises that belief and truth is not sufficient for knowledge; that knowledge is a subset of true beliefs. The philosophical problems related to knowledge traditionally revolve around how to understand what differentiates between true beliefs and knowledge. 本檔案是從en.wikipedia轉移到維基共享資源。原始描述頁面位於這裡。下列使用者名稱均來自en.wikipedia。
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来源 | AlecMcEachran | |||||
作者 | AlecMcEachran |
许可协议
[编辑]Public domainPublic domainfalsefalse |
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本作品已被作者英语维基百科的AlecMcEachran释出到公有领域。这适用于全世界。 在一些国家这可能不合法;如果是这样的话,那么: AlecMcEachran无条件地授予任何人以任何目的使用本作品的权利,除非这些条件是法律规定所必需的。Public domainPublic domainfalsefalse |
原始上传日志
[编辑]日期/时间 | 大小 | 用户 | 备注 |
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2006年3月12日, 14:21:20 | 421 × 298 (8482 bytes) | Maksim (留言 · 贡献) | La bildo estas kopiita de wikipedia:en. La originala priskribo estas: == Summary == A Venn Diagram simplification of [[Plato]]'s definition of knowledge. (More precisely, as [[Gettier]] himself puts it, Plato first mentions the tripartite definition of k |
date/time | username | edit summary |
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22:15, 26 November 2005 | en:User:Banno | (cat) |
06:50, 7 October 2005 | en:User:AlecMcEachran | (<span class="autocomment"><a href="/wiki/Image:Classical-Definition-of-Kno.gif#Summary" title="Image:Classical-Definition-of-Kno.gif">→</a>Summary</span>) |
20:11, 4 October 2005 | en:User:AlecMcEachran | |
19:39, 4 October 2005 | en:User:AlecMcEachran | (A Venn Diagram simplification of Plato's definition of knowledge) |
原始上传日志
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- (del) (cur) 19:39, 4 October 2005 . . AlecMcEachran (Talk) . . 421x298 (8482 bytes) (A Venn Diagram simplification of Plato's definition of knowledge)
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