Why mathematical truths exist with or without minds to consider them

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On this video interview from the long-running interview sequence Nearer to Reality, the US presenter Robert Lawrence Kuhn asks Scott Aaronson, a professor of pc science on the College of Texas at Austin, a single query – ‘What are you able to say concerning the nature of fact?’ From that place to begin, Aaronson makes a case for what he calls the ‘autonomy of mathematical fact’, arguing that, whether or not agreed upon by people throughout cultures, superior species throughout planets, and even with nobody to ponder them in any respect, the truths of arithmetic are common.



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