• Another undecidable problem?

    From wij@wyniijj5@gmail.com to comp.theory on Tue Feb 10 19:20:10 2026
    From Newsgroup: comp.theory

    https://sourceforge.net/projects/cscall/files/MisFiles/Coll-proof-en.txt/download
    ...[cut]
    [Note] Q= Proposition P(n)=True if P(1) to P(log(n)) can be proven true. Is it
    true that Q can prove that P(n) is true for all integers n, nreN1?
    Is the second question a problem that is formally undecidable? -----------
    Also, if interested, the link is about the proof of Collatz Problem (all whole numbers >=1 will iterate to 1). But, I think that proof is enough now.
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