| Bill Allombert on Thu, 01 Feb 2024 21:14:46 +0100 |
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| Re: primepi([from,until]) |
On Thu, Feb 01, 2024 at 09:08:00PM +0100, Ruud H.G. van Tol wrote: > > I'm adding > > a(n) = #primes([n^2/4, (n+1)^2/4]); > > to https://oeis.org/A220492 > > and was wondering if primepi() should grow a primepi([x1, x2])variant, > to return the number of primes p, x1 <= p <= x2. just do primepi(floor(x2))- primepi(ceil(x1)-1) or something ? PS: I have vague plans to rewrite primepi to be faster.... Cheers, Bill