4 ms·
I have one of those, a symbolic regressor (not genetic) lying around in a broken state. The last working version gave: short: 2981^ (1/8) less short: (2574
by Dn_Ab 14y ago
I have one of those, a symbolic regressor (not genetic) lying around in a broken state. The last working version gave:
short: 2981^ (1/8)
less short: (2574 + 4903 ^ (1/4))/950
I used: http://apod.nasa.gov/htmltest/gifcity/e.1mil http://apod.nasa.gov/htmltest/gifcity/e.1mil
Perhaps I am misunderstanding your output but it is only correct up on till: 2.7182818
- rmccue 14y ago"Digits may not be concatenated--for instance, you cannot get a 23 by simply placing the 2 next to the 3." I think that renders both of your solutions invalid, but cool nonetheless!
- tzs 14y agoDigit concatenation was not allowed in the original challenge. If digit concatenation is allowed, then I believe that the best known is: (1+9^(-4^(7x6))^(3^(2^85)) which gives e to 18457734525360901453873570 decimal digits.
- Dn_Ab 14y agoOh sorry guys missed the digit concatenation bit. In that case I get: (9 - (5/7)^(1/2)) / 3 I was tired when I saw that post, it was late/early. rmccue, I also seemed to have missed that you gave an error bound =(