MU puzzle
en.wikipedia.org
MU puzzle
1–10 of 46 posts
Re: MU puzzle
#2Re: MU puzzle
#3Re: MU puzzle
#4In retrospect it may have actually undone some damage done by the school system where the solution space is usually very restricted.
Edit: (1) From what I remember it’s stated as find the sequence and not does such a sequence exist.
Re: MU puzzle
#5When I read about it in Gödel Escher Bach I wasn’t aware yet that unsolvable is a valid answer to a problem. I felt cheated(1) and the whole book lost a lot of its appeal. In retrospect it may have actually undone some damage done by the school system where the solution space is usually very restricted. Edit: (1) From what I remember it’s stated as find the sequence and not does such a sequence exist.
Re: MU puzzle
#6When I read about it in Gödel Escher Bach I wasn’t aware yet that unsolvable is a valid answer to a problem. I felt cheated(1) and the whole book lost a lot of its appeal. In retrospect it may have actually undone some damage done by the school system where the solution space is usually very restricted. Edit: (1) From what I remember it’s stated as find the sequence and not does such a sequence exist.
Re: MU puzzle
#7People who like this might also enjoy the similarly simple (yet unsolved) Collatz Conjecture: https://en.wikipedia.org/wiki/Collatz_conjecture
"Our main finding to report is the fact that a path length of a Mersenne prime is approximately proportional to its index for large n, namely, D(Mn) ≈ 13.45n."
Paper is at https://arxiv.org/pdf/1104.2804.pdf . WARNING: PDF.
Re: MU puzzle
#8When I read about it in Gödel Escher Bach I wasn’t aware yet that unsolvable is a valid answer to a problem. I felt cheated(1) and the whole book lost a lot of its appeal. In retrospect it may have actually undone some damage done by the school system where the solution space is usually very restricted. Edit: (1) From what I remember it’s stated as find the sequence and not does such a sequence exist.
Re: MU puzzle
#9People who like this might also enjoy the similarly simple (yet unsolved) Collatz Conjecture: https://en.wikipedia.org/wiki/Collatz_conjecture
On a slight tangent, I recently read a paper on an interesting relationship between Collatz path length and Mersenne primes. "Our main finding to report is the fact that a path length of a Mersenne prime is approximately proportional to its index for large n, namely, D(Mn) ≈ 13.45n." Paper is at https://arxiv.org/pdf/1104.2804.pdf . WARNING: PDF.
Re: MU puzzle
#10When I read about it in Gödel Escher Bach I wasn’t aware yet that unsolvable is a valid answer to a problem. I felt cheated(1) and the whole book lost a lot of its appeal. In retrospect it may have actually undone some damage done by the school system where the solution space is usually very restricted. Edit: (1) From what I remember it’s stated as find the sequence and not does such a sequence exist.