Re:Non-computability of solutions of certain equations on di...
by a1369209993 on Wednesday August 07, 2024 @03:39PM
(#41184610)
Evidently I should have been more explicit:
> > A much simpler[-and-more-nitpickable] version
Myhill uses a parlor trick to make his version continuously differentiable. It's a pretty good parlor trick, but it doesn't have much to do with computability.
> > A much simpler[-and-more-nitpickable] version
Myhill uses a parlor trick to make his version continuously differentiable. It's a pretty good parlor trick, but it doesn't have much to do with computability.