| .. |
|
5^n ends in n
|
4d085c9032
Remove commit history
|
пре 3 година |
|
Brazilian primes constant
|
4d085c9032
Remove commit history
|
пре 3 година |
|
Largest prime whose decimal expansion consists of the concatenation of the largest n-digit primes
|
d2ec5f5ea3
Update.
|
пре 3 година |
|
Smallest Niven (or Harshad) number (A005349) with exactly n distinct prime factors
|
02f791ae57
Update.
|
пре 1 година |
|
Smallest Zuckerman number (A007602) with exactly n distinct prime factors
|
7935360128
Update.
|
пре 1 година |
|
Smallest exclusionary square (A029783) with exactly n distinct prime factors.
|
5427f05b84
Update.
|
пре 1 година |
|
Smallest number m such that tau(k) * k = m has n solutions
|
0aff21f2d9
new file: oeis-research/Bernard Schott/Smallest number m such that tau(k) * k = m has n solutions/smooth_generate.pl
|
пре 3 година |
|
a(n) is the largest prime < 10^n obtained with the longest sum of consecutive primes
|
5e4d7adc10
modified: oeis-research/Bernard Schott/a(n) is the largest prime < 10^n obtained with the longest sum of consecutive primes/prog_fast.pl
|
пре 3 година |
|
a(n) is the smallest integer that has exactly n Lucas divisors
|
a449e5cd63
new file: oeis-research/J. M. Bergot/a(n) is the first prime that starts a sequence of exactly n consecutive primes prime(k+1), ..., prime(k+n) where prime(k+i)+2^i is prime for i = 1...n but not for i = n+1/prog.pl
|
пре 1 година |
trizen
5427f05b84
Update.