A new study reveals it would take far longer than the lifespan of our universe for a typing monkey to randomly produce Shakespeare. So, while the Infinite Monkey Theorem is true, it is also somewhat misleading.
The question that everyone has been dying to know has been answered. Finally! What will scientists study next?
If there were as many monkeys as there are atoms in the observable universe typing extremely fast for trillions of times the life of the universe, the probability of the monkeys replicating even a single page of Shakespeare is unfathomably small.
Sorry, I’m sort of lampooning comments like the one above and below you where people just can’t resist focusing on the possibility, no matter how ridiculously remote it seems. For myself, there’s a point of “functionally zero odds” that I’m willing to accept and move on with my life.
It could happen the very first time a monkey sat down at a typewriter. It’s just very unlikely.
from the wiki article
https://en.wikipedia.org/wiki/Infinite_monkey_theorem
So you’re telling me… there’s a chance!
Sorry, I’m sort of lampooning comments like the one above and below you where people just can’t resist focusing on the possibility, no matter how ridiculously remote it seems. For myself, there’s a point of “functionally zero odds” that I’m willing to accept and move on with my life.
But not zero.
Basically nothing is ever truly zero
The probability of lots of things is zero. The probability of a monkey typing a Chinese character on an English keyboard is zero.
Similar idea: there are an infinite amount of numbers between zero and one, but none of those numbers is two.
I am.
Hello “Zero”!
Someone wiser than me already said that it already has happened: 1 ape did, in fact, write the complete works of Shakespeare.
ape != monkey
Apes are monkeys though, just like we’re apes and birds are dinosaurs
We are apes and birds are dinosaurs, but monkeys and apes are distinct categories under primates so no, apes are not monkeys.
apes ⊂ monkeys, actually.
monkey c monkey do
Fair enough. I wouldn’t want to insult the Librarian.
Ook
So you’re saying there’s a chance.
Weird how neither of those numbers are infinities. Almost like the numbers used are unfathomably small in comparison.
so you’re saying there’s a chance…