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Nice succinct algorithm, but I must take issue with
There's an interesting O(1) algorithm
You do have to execute the algorithm on a classical computer, so Q::S or not, it's most definitely not O(1). It'll be exponential (in the number of bits in $n) because behind the scenes, Q::S is dividing $n by all possible factors (what else could it be doing?). But even on a quantum computer, you still need either a division or gcd circuit (and probably a lot of other stuff), which will take some polynomial time in the number of bits.

Just because it's a one-liner doesn't make it O(1). Anyway, my favorite cutesy inefficient primality checker is

sub is_prime { ("1" x $_[0]) !~ /^(11+)\1+$/ }

blokhead


In reply to Re^2: Prime Number Finder by blokhead
in thread Prime Number Finder by munchie

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