Comments by "David Terr" (@dcterr1) on "Math's Fundamental Flaw" video.

  1. I for one do not believe that the twin prime conjecture is undecidable, especially since it seems so obviously true that we even have a precise formula to estimate the number of twin primes up to a given bound. However, the Riemann hypothesis may be undecidable.
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  2. Wow, this has got to be the most fascinating math video I've seen! Great job!
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  3. I find it fascinating that Godel's incompleteness theorem and Turing's proof of undecidability, while demonstrating the fundamental limitations of mathematics, nevertheless spawned a revolution which has led to so much progress! The same can be said of quantum mechanics.
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  4. I'm by no means an expert on set theory, but nevertheless I'm skeptical about the conviction most set theorists seem to have that there is a "correct" version of set theory, in which the continuum hypothesis or the generalized continuum hypothesis is necessarily either true or false (from what I hear, mainly considered to be false). I believe the situation is analogous to that of Euclidean geometry versus non-Euclidean geometries, none of which is "correct", but each of which has its own domain of utility.
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