Sequences
392,541 sequences
- q-factorial numbers for q=11.A015011
q-factorial numbers for q=11.
- Inverse of 1003rd cyclotomic polynomial.A015012
Inverse of 1003rd cyclotomic polynomial.
- q-factorial numbers for q=-2.A015013
q-factorial numbers for q=-2.
- Inverse of 1005th cyclotomic polynomial.A015014
Inverse of 1005th cyclotomic polynomial.
- q-factorial numbers for q=-3.A015015
q-factorial numbers for q=-3.
- Inverse of 1007th cyclotomic polynomial.A015016
Inverse of 1007th cyclotomic polynomial.
- q-factorial numbers for q=-4.A015017
q-factorial numbers for q=-4.
- q-factorial numbers for q=-5.A015018
q-factorial numbers for q=-5.
- q-factorial numbers for q=-6.A015019
q-factorial numbers for q=-6.
- q-factorial numbers for q=-7.A015020
q-factorial numbers for q=-7.
- Inverse of 1012th cyclotomic polynomial.A015021
Inverse of 1012th cyclotomic polynomial.
- q-factorial numbers for q=-8.A015022
q-factorial numbers for q=-8.
- q-factorial numbers for q=-9.A015023
q-factorial numbers for q=-9.
- Inverse of 1015th cyclotomic polynomial.A015024
Inverse of 1015th cyclotomic polynomial.
- q-factorial numbers for q=-10.A015025
q-factorial numbers for q=-10.
- q-factorial numbers for q=-11.A015026
q-factorial numbers for q=-11.
- q-factorial numbers for q=-12.A015027
q-factorial numbers for q=-12.
- q-factorial numbers for q=-13.A015028
q-factorial numbers for q=-13.
- Inverse of 1020th cyclotomic polynomial.A015029
Inverse of 1020th cyclotomic polynomial.
- q-Catalan numbers (binomial version) for q=2.A015030
q-Catalan numbers (binomial version) for q=2.
- Inverse of 1022nd cyclotomic polynomial.A015031
Inverse of 1022nd cyclotomic polynomial.
- Inverse of 1023rd cyclotomic polynomial.A015032
Inverse of 1023rd cyclotomic polynomial.
- q-Catalan numbers (binomial version) for q=3.A015033
q-Catalan numbers (binomial version) for q=3.
- q-Catalan numbers (binomial version) for q=4.A015034
q-Catalan numbers (binomial version) for q=4.
- q-Catalan numbers (binomial version) for q=5.A015035
q-Catalan numbers (binomial version) for q=5.
- Inverse of 1027th cyclotomic polynomial.A015036
Inverse of 1027th cyclotomic polynomial.
- q-Catalan numbers (binomial version) for q=6.A015037
q-Catalan numbers (binomial version) for q=6.
- q-Catalan numbers (binomial version) for q=7.A015038
q-Catalan numbers (binomial version) for q=7.
- q-Catalan numbers (binomial version) for q=8.A015039
q-Catalan numbers (binomial version) for q=8.
- q-Catalan numbers (binomial version) for q=9.A015040
q-Catalan numbers (binomial version) for q=9.
- q-Catalan numbers (binomial version) for q=10.A015041
q-Catalan numbers (binomial version) for q=10.
- q-Catalan numbers (binomial version) for q=11.A015042
q-Catalan numbers (binomial version) for q=11.
- Inverse of 1034th cyclotomic polynomial.A015043
Inverse of 1034th cyclotomic polynomial.
- Inverse of 1035th cyclotomic polynomial.A015044
Inverse of 1035th cyclotomic polynomial.
- Inverse of 1036th cyclotomic polynomial.A015045
Inverse of 1036th cyclotomic polynomial.
- Inverse of 1037th cyclotomic polynomial.A015046
Inverse of 1037th cyclotomic polynomial.
- Numbers k such that S(k) = S(k-1) + S(k-2) where S is the Kempner function A002034.A015047
Numbers k such that S(k) = S(k-1) + S(k-2) where S is the Kempner function A002034.
- Numbers n such that there are no primes between S(n) and S(n+1) inclusive where S is the Kempner function A002034.A015048
Numbers n such that there are no primes between S(n) and S(n+1) inclusive where S is the Kempner function A002034.
- Let m = A013929(n); then a(n) = smallest k such that m divides k^2.A015049
Let m = A013929(n); then a(n) = smallest k such that m divides k^2.
- Let m = A013929(n); then a(n) = smallest k such that m divides k^3.A015050
Let m = A013929(n); then a(n) = smallest k such that m divides k^3.
- Let m = A013929(n); then a(n) = smallest k such that m divides k^4.A015051
Let m = A013929(n); then a(n) = smallest k such that m divides k^4.
- a(n) is the smallest positive integer m such that m^5 is divisible by n.A015052
a(n) is the smallest positive integer m such that m^5 is divisible by n.
- Smallest positive integer for which n divides a(n)^6.A015053
Smallest positive integer for which n divides a(n)^6.
- Inverse of 1045th cyclotomic polynomial.A015054
Inverse of 1045th cyclotomic polynomial.
- q-Catalan numbers (binomial version) for q=12.A015055
q-Catalan numbers (binomial version) for q=12.
- q-Catalan numbers (binomial version) for q=-2.A015056
q-Catalan numbers (binomial version) for q=-2.
- q-Catalan numbers (binomial version) for q=-3.A015057
q-Catalan numbers (binomial version) for q=-3.
- q-Catalan numbers (binomial version) for q=-4.A015058
q-Catalan numbers (binomial version) for q=-4.
- Inverse of 1050th cyclotomic polynomial.A015059
Inverse of 1050th cyclotomic polynomial.
- q-Catalan numbers (binomial version) for q=-5.A015060
q-Catalan numbers (binomial version) for q=-5.