Sequences
392,541 sequences
- Record values in A030757.A030761
Record values in A030757.
- Positions of records in A030757.A030762
Positions of records in A030757.
- s(n)=1, where s=A030757.A030763
s(n)=1, where s=A030757.
- Numbers k such that A030757(k) = 2.A030764
Numbers k such that A030757(k) = 2.
- Numbers k such that A030757(k) = 3.A030765
Numbers k such that A030757(k) = 3.
- Numbers k such that A030757(k) = 4.A030766
Numbers k such that A030757(k) = 4.
- The first list after the following procedure: starting with a list [2] and an empty list, repeatedly add the distinct values already in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.A030767
The first list after the following procedure: starting with a list [2] and an empty list, repeatedly add the distinct values already in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.
- The second list after the following procedure: starting with a list [2] and an empty list, repeatedly add the distinct values already in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.A030768
The second list after the following procedure: starting with a list [2] and an empty list, repeatedly add the distinct values already in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.
- Duplicate of A030739.A030769
Duplicate of A030739.
- a(n) = least k such that s(k) = n, where s = A030767.A030770
a(n) = least k such that s(k) = n, where s = A030767.
- Record values in A030767.A030771
Record values in A030767.
- Positions of record values in A030767.A030772
Positions of record values in A030767.
- s(k)=1, where s=A030767.A030773
s(k)=1, where s=A030767.
- Numbers k such that A030767(k) = 2.A030774
Numbers k such that A030767(k) = 2.
- Numbers k such that A030767(k) = 3.A030775
Numbers k such that A030767(k) = 3.
- Numbers k such that A030767(k) = 4.A030776
Numbers k such that A030767(k) = 4.
- The first list after the following procedure: starting with a list [3] and an empty list, repeatedly add the distinct values in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.A030777
The first list after the following procedure: starting with a list [3] and an empty list, repeatedly add the distinct values in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.
- The second list after the following procedure: starting with a list [3] and an empty list, repeatedly add the distinct values in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.A030778
The second list after the following procedure: starting with a list [3] and an empty list, repeatedly add the distinct values in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.
- Duplicate of A030729.A030779
Duplicate of A030729.
- a(n) is the least k such that A030777(k) = n.A030780
a(n) is the least k such that A030777(k) = n.
- Record values in A030777.A030781
Record values in A030777.
- Positions of record values in A030777.A030782
Positions of record values in A030777.
- s(k)=1, where s=A030777.A030783
s(k)=1, where s=A030777.
- s(n)=2, where s=A030777.A030784
s(n)=2, where s=A030777.
- Numbers k such that A030777(k) = 3.A030785
Numbers k such that A030777(k) = 3.
- Numbers k such that A030777(k) = 4.A030786
Numbers k such that A030777(k) = 4.
- The first list after the following procedure: starting with a list [4] and an empty list, repeatedly add the distinct values already in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.A030787
The first list after the following procedure: starting with a list [4] and an empty list, repeatedly add the distinct values already in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.
- The second list after the following procedure: starting with a list [4] and an empty list, repeatedly add the distinct values already in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.A030788
The second list after the following procedure: starting with a list [4] and an empty list, repeatedly add the distinct values already in both lists in descending order to the second list and add the corresponding frequencies of those values to the first list.
- Duplicate of A030749.A030789
Duplicate of A030749.
- a(n)=least k such that s(k)=n, where s=A030787.A030790
a(n)=least k such that s(k)=n, where s=A030787.
- Record values in A030787.A030791
Record values in A030787.
- Positions of record values in A030787.A030792
Positions of record values in A030787.
- s(k)=1, where s=A030787.A030793
s(k)=1, where s=A030787.
- s(n) = 2, where s = A030787.A030794
s(n) = 2, where s = A030787.
- Numbers k such that A030787(k) = 3.A030795
Numbers k such that A030787(k) = 3.
- Numbers k such that A030787(k)=4.A030796
Numbers k such that A030787(k)=4.
- Decimal expansion of the constant x such that x^x = e. Inverse of W(1), where W is Lambert's function.A030797
Decimal expansion of the constant x such that x^x = e. Inverse of W(1), where W is Lambert's function.
- Decimal expansion of the solution to x^x = 2.A030798
Decimal expansion of the solution to x^x = 2.
- a(n) = floor(exp(1/2)*n!).A030799
a(n) = floor(exp(1/2)*n!).
- a(n) = floor(exp(19/24)*n!).A030800
a(n) = floor(exp(19/24)*n!).
- a(n) = floor(exp(17/24)*n!).A030801
a(n) = floor(exp(17/24)*n!).
- a(n) = floor( exp(13/24)*n! ).A030802
a(n) = floor( exp(13/24)*n! ).
- a(n) = floor(exp(11/24)*n!).A030803
a(n) = floor(exp(11/24)*n!).
- a(n) = floor(exp(7/24)*n!).A030804
a(n) = floor(exp(7/24)*n!).
- a(n) = floor(exp(5/24)*n!).A030805
a(n) = floor(exp(5/24)*n!).
- a(n) = floor(exp(1/24)*n!).A030806
a(n) = floor(exp(1/24)*n!).
- a(n) = floor(exp(22/23) * n!).A030807
a(n) = floor(exp(22/23) * n!).
- a(n) = floor(exp(21/23) * n!).A030808
a(n) = floor(exp(21/23) * n!).
- a(n) = floor(exp(20/23) * n!).A030809
a(n) = floor(exp(20/23) * n!).
- Floor(exp(19/23) * n!).A030810
Floor(exp(19/23) * n!).