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| Keywords: Classical-Definition-of-Kno.png Classical-Definition-of-Kno svg en wikipedia en wikipedia 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 AlecMcEachran 1 date/time username edit summary ---- 22 15 26 November 2005 en User Banno <nowiki> cat </nowiki> ---- 06 50 7 October 2005 en User AlecMcEachran <nowiki> <span class autocomment ><a href /wiki/Image Classical-Definition-of-Kno gif Summary title Image Classical-Definition-of-Kno gif > †’</a>Summary</span> </nowiki> ---- 20 11 4 October 2005 en User AlecMcEachran <nowiki></nowiki> ---- 19 39 4 October 2005 en User AlecMcEachran <nowiki> A Venn Diagram simplification of Plato's definition of knowledge </nowiki> Original upload log Legend cur this is the current file del delete this old version rev revert to this old version Click on date to download the file or see the image uploaded on that date del cur 19 39 4 October 2005 AlecMcEachran Talk 421x298 8482 bytes A Venn Diagram simplification of Plato's definition of knowledge en Image Classical-Definition-of-Kno gif Original upload log wikitable - - 2006-03-12 14 21 20 421 × 298 8482 bytes Maksim <nowiki>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</nowiki> Knowledge representation Items with OTRS permission missing infobox template | ||||
