login
Numbers which are both prime and MacMahon's prime numbers of measurement. Primes in A002049.
0

%I #13 Mar 31 2012 13:22:29

%S 3,7,59,197,373,701,1009,1571,2749,3581,5701,5881,6247,8269,9397,

%T 14369,15881,31019,32707,41801,47269,53633,70177,81931,84701,93239,

%U 118369,131213,133873,138373,147661,149561

%N Numbers which are both prime and MacMahon's prime numbers of measurement. Primes in A002049.

%F A000040 INTERSECTION A002049.

%F A000040 INTERSECTION {A004978(n+1)-1} = A000040 INTERSECTION {A048204(n-1)+1}.

%e a(3) = A002049(8) = 59 = the 17th prime.

%Y Cf. A000040, A002048, A002049, A004978, A048204.

%K nonn

%O 1,1

%A _Jonathan Vos Post_, Feb 06 2011

%E More terms from _Nathaniel Johnston_, Feb 09 2011