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This Post Is Meaningless – The Liar Paradox

27 点作者 mr_tyzic大约 8 年前

8 条评论

CodeMage大约 8 年前
For a post that claims that you can explain the Liar Paradox "without getting too technical", it got way too technical really fast.
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colorint大约 8 年前
The problem is much simpler: logical systems are undecidable, and the Liar's Paradox is the logic analogue of infinite loops. But this does require you understand logic as a process (something people do) rather than having weird dualistic notions about natural laws of logic.
kazinator大约 8 年前
&quot;This sentence is true&quot; is also ungrounded.<p>It&#x27;s consistent; but the problem is that it&#x27;s that way whether we assume it to be true or false, oops.<p>For some reason, &quot;this sentence is true&quot; isn&#x27;t famous, like its cousing, the Liar Paradox, even though it has something significant to add.
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AnimalMuppet大约 8 年前
At a minimum, you can say of statements that are self-contradictory that they are self-refuting. Whatever paradoxical class you wish to put them in, they at least are not true.<p>By the way, the Liar Paradox is not just an academic curiosity. You run into it in pop philosophy a lot. &quot;There are no absolute truths&quot; is self-contradictory in the same way the Liar Paradox is. So is &quot;Science is the only way we can really know what&#x27;s true&quot;.
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nthcolumn大约 8 年前
Are there any uses or applications for Gödel&#x27;s theorems (other than their mere implications)?
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vorotato大约 8 年前
&quot;This post is meaningless&quot;, sounds about right...
martin1975大约 8 年前
suddenly I get reminded that colorless green ideas sleep furiously
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sharemywin大约 8 年前
This statement is both true and false as the same time.<p><a href="https:&#x2F;&#x2F;en.wikipedia.org&#x2F;wiki&#x2F;Uncertainty_principle" rel="nofollow">https:&#x2F;&#x2F;en.wikipedia.org&#x2F;wiki&#x2F;Uncertainty_principle</a>