← Back to context Comment by buildbot 2 years ago This made me think - is a concept like most even defined for infinity? 3 comments buildbot Reply kjeetgill 2 years ago Probably a cheeky response but certainly!We can say most positive integers are greater than 5. Or most real numbers are irrational. Half of all integers are even — even though there's just as many of both! wruza 2 years ago Not a mathematician, but if there's a computable limit, then why not? E.g. most integers aren't powers of 2, cause lim(n to inf: n / 2^n) = 0
kjeetgill 2 years ago Probably a cheeky response but certainly!We can say most positive integers are greater than 5. Or most real numbers are irrational. Half of all integers are even — even though there's just as many of both!
wruza 2 years ago Not a mathematician, but if there's a computable limit, then why not? E.g. most integers aren't powers of 2, cause lim(n to inf: n / 2^n) = 0
Probably a cheeky response but certainly!
We can say most positive integers are greater than 5. Or most real numbers are irrational. Half of all integers are even — even though there's just as many of both!
Not a mathematician, but if there's a computable limit, then why not? E.g. most integers aren't powers of 2, cause lim(n to inf: n / 2^n) = 0