this post was submitted on 01 Nov 2024
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[–] RedFrank24@lemmy.world 30 points 2 weeks ago (11 children)

Wasn't the saying an infinite number of monkeys on an infinite number of typewriters? If so then they'd write Hamlet and indeed every other book written or ever will be written in however long it would conceivably take to type them out if you were copying them.

[–] madcaesar@lemmy.world 3 points 2 weeks ago (10 children)

I don't really know how this myth? paradox is supposed to work? I know infinity isn't a number but a concept and in theory I understand what it's trying to say, but if I have an infinite amount of scrap yards and infinite amount of tornadoes, they can go on forever, but they'll never assemble a Boing 747.

[–] thedeadwalking4242@lemmy.world 7 points 2 weeks ago (1 children)

Not the same the monkeys have all the capabilities and tools to cohesively combine letters words and white space. A tornado cannot weld and program controllers and solder. But a monkey can type randomly even wacking randomly. The idea is that given an infinite truly random output of text by the nature of infinity the text of Shakespeare will be outputted in its entirety eventually

[–] futatorius@lemm.ee 0 points 2 weeks ago (1 children)

The idea is that given an infinite truly random output of text by the nature of infinity the text of Shakespeare will be outputted in its entirety eventually

Only for a certain kind of randomness. For example, it's possible to construct a random process that at each step emits a uniformly distributed character, but which also includes a filter that blocks the emission of the string "Falstaff" if it occurs. Such a process cannot ever produce the complete works of Shakespeare, since the complete works include that string, though it will still contain (for example) every lost work of Aristotle, as well as an infinite number of false and corrupted versions of those works.

But yeah, an unconstrained uniform-random-distributed countably infinite sequence of printable English characters and whitespace cannot be proven to not contain the complete works of Shakespeare, or any other finite sequence. I believe it's also impossible to exclude any countably infinite sequence, but I might be wrong on that part, since my mathematics education happened a very long time ago.

[–] thedeadwalking4242@lemmy.world 1 points 2 weeks ago

I guess that was kinda what I was trying to convey in the truly random part. Truly random in which you have no idea what character will be next, no filter. In that case yes which I believe is what most people think of when they think of random

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