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On 15/03/2025 01:08, olcott wrote:I always respond to the first mistake.On 3/14/2025 6:09 PM, Andy Walker wrote:You didn't read, or didn't understand, the rest of my article,On 14/03/2025 19:48, Keith Thompson wrote:Not if GC is true and the proof cannot algorithmically[...] That would imply that [PO] could solvePerhaps [just about] worth noting that a sufficiently long
Goldbach's Conjecture, among other things, but I haven't seen him
do so.
[but not "infinite"] brute force attack on the GC [and many other
similar conjectures] would resolve the issue.
compressed into a finite sequence of steps.
which explains that, indeed, only a finite number of steps is needed.
Read on before replying:
--Basically, if you
have a program [eg, TM] of size N by some suitable measure [eg, TM
states] then within [eg] BB(N) steps it must find the counter-example
[if there is one] or else there isn't one [and the GC is proven true],
where BB is the Busy Beaver function. Of course, BB is uncomputable,
but that doesn't mean specific individual values are uncomputable,
just that there is no TM that computes it /in general/.
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