Alas, not on a typewriter… Back to the drawing board!
Comment on Infintiy Infintiy Infintiy Infintiy Infintiy Infintiy Infintiy Infintiy
DrownedRats@lemmy.world 6 months ago
It only took a couple billion monkeys a few million years but one did eventually write out the full works of Shakespeare
formergijoe@lemmy.world 6 months ago
LovableSidekick@lemmy.world 6 months ago
Turns out not quite. In the monkey version Hamlet says, “To be, or what.”
Buddahriffic@lemmy.world 6 months ago
A property of hydrogen is that, given enough hydrogen and time, eventually it will write out the full works of Shakespeare.
Leg@sh.itjust.works 6 months ago
This is always how I’ve chosen to interpret the expression. It’s not a theory. It’s an observation.
BananaTrifleViolin@lemmy.world 6 months ago
It’s a thought experiment, not an observation. The idea is that if you have infinity and it’s truly random than eventually all possibilities emerge.
The idea of infinite monkeys typing randomly on infinite typewriters is that eventually one of them would accidentally type out all the works of Shakespeare. Many more would type out parts of the works of Shakespeare. And many many many more would type random garbage.
If we imagine for a moment the multiverse is infinite and random, then every possible universe would exist somewhere in that multiverse.
It can be taken in other directions too. It’s a way of cocneptualising the implications of infinity and true randomness.
Honytawk@lemmy.zip 6 months ago
Yeah, the point isn’t that they could write Shakespeare. But that they would write everything we could imagine and everything in between that.
It tries to explain the concept of infinity. Which is mind boggling to any human.
Leg@sh.itjust.works 6 months ago
Did you choose to overlook my intentional usage of the word “chosen” just to mansplain something obvious? I did not make my choice out of ignorance, but I appreciate you assuming I did.
AngryCommieKender@lemmy.world 6 months ago
Also since it should happen once, that means that it also happens an infinite number of times, but a smaller infinity than the whole infinity.