the question of whether there is an infinite set S such that #Z < #S < #R is *undecidable*? seriously?
https://www.nature.com/articles/d41586-019-00083-3 …
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Do we know if CH is independent of ZF (no axiom of Choice)? Also, how on earth can neural net machine learning (basically Skinner) solve logic problems (see Gary Marcus on “algebraic” grammar learning) with an infinite number of possible counter examples to check?
@math_scholar -
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-eigen, eventually, probably
