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Exponents d of powers of 2, q, such that each of q-1 and q+1 are either a power of prime or a semiprime
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6204d7b3f2
new file: oeis-research/Fernando Solanet Mayou/a(n) is the smallest number that is (zeroless) pandigital in all bases 2 <= k <= n/prog.pl
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2 gadi atpakaļ |
Integers k such that A110299(k) is prime
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dbd6b43a72
Update.
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1 gadu atpakaļ |
Integers m such that m and m+1 are terms of A111035
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4d085c9032
Remove commit history
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4 gadi atpakaļ |
Least Lucas number with n Lucas divisors
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cc2944c9cb
new file: oeis-research/Michel Marcus/Least Lucas number with n Lucas divisors/faster_prog.sf
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2 gadi atpakaļ |
Least integer k such that the inverse of sum of inv(phi(k+j)) for j=1..n is an integer
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481117cbe7
new file: oeis-research/Michel Marcus/Least integer k such that the inverse of sum of inv(phi(k+j)) for j=1..n is an integer/prog.sf
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3 gadi atpakaļ |
Least number k such that the concatenation of k composites from composite(n) is prime
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91c27fa2a3
new file: oeis-research/Thomas Ordowski/a(n) is the smallest number k with n prime factors such that p + div(k,p) is prime for every prime p | k/prog.pl
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3 gadi atpakaļ |
Number of Lucas divisors of the n-th Lucas number
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ef72816214
Update. Generated all the Lucas-Carmichael < 10^14 with 7 or more prime factors.
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2 gadi atpakaļ |
Prime p for which the continued fraction expansion of sqrt(p) has exactly n consecutive 1's starting at position 2
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4d085c9032
Remove commit history
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4 gadi atpakaļ |
Primes p such that the greatest common divisor of 2^p+1 and 3^p+1 is composite
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1f708937fd
new file: oeis-research/Michel Marcus/Primes p such that the greatest common divisor of 2^p+1 and 3^p+1 is composite/check.sf
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2 gadi atpakaļ |
Primes where every 0-splitting is prime
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4d085c9032
Remove commit history
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4 gadi atpakaļ |
Smallest m such that gcd of the x's that satisfy sigma(x) = m is n
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6aed7a3c01
Update.
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3 gadi atpakaļ |
Smallest m such that the m-th Lucas number has exactly n divisors that are also Lucas numbers
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cc2944c9cb
new file: oeis-research/Michel Marcus/Least Lucas number with n Lucas divisors/faster_prog.sf
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2 gadi atpakaļ |
Smallest number k such that sigma(sigma(k)) >= n*k
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4d085c9032
Remove commit history
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4 gadi atpakaļ |
Sum of first k divisors equal j+1 for non-squares of primes
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4d085c9032
Remove commit history
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4 gadi atpakaļ |
Sum of the numbers of divisors of gcd(x,y) with x*y <= n
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4d085c9032
Remove commit history
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4 gadi atpakaļ |
a(n) is the least integer m such that M(m) is divisible by prime(n)^2 or -1 if no such m exists
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665e7e9d26
new file: oeis-research/Donovan Johnson/Smallest number m such that sigma(m) has exactly n distinct prime factors/upper-bounds.sf
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2 gadi atpakaļ |