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# Index to OEIS: Section Coa

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# Index to OEIS: Section Coa

- This is a section of the Index to the
**OEIS®**. - For further information see the main
**Index to OEIS**page. - Please read Index: Instructions For Updating Index to OEIS before making changes to this page.
- If you did not find what you were looking for in this Index, you can always search the database for a particular word or phrase.
- Full list of sections:

[
Aa |
Ab |
Al |
Am |
Ap |
Ar |
Ba |
Be |
Bi |
Bl |
Bo |
Br |
Ca |
Ce |
Ch |
Cl |
**Coa** |
Coi |
Com |
Con |
Cor |
Cu |
Cy |
Da |
De |
Di |
Do |
Ea |
Ed |
El |
Eu |
Fa |
Fe |
Fi |
Fo |
Fu |
Ga |
Ge |
Go |
Gra |
Gre |
Ha |
He |
Ho |
Ia |
In |
J |
K |
La |
Lc |
Li |
Lo |
Lu |
M |
Mag |
Map |
Mat |
Me |
Mo |
Mu |
N |
Na |
Ne |
Ni |
No |
Nu |
O |
Pac |
Par |
Pas |
Pea |
Per |
Ph |
Poi |
Pol |
Pos |
Pow |
Pra |
Pri |
Pro |
Ps |
Qua |
Que |
Ra |
Rea |
Rel |
Res |
Ro |
Ru |
Sa |
Se |
Si |
Sk |
So |
Sp |
Sq |
St |
Su |
Sw |
Ta |
Te |
Th |
To |
Tra |
Tri |
Tu |
U |
V |
Wa |
We |
Wi |
X |
Y |
Z |
1 |
2 |
3 |
4
]

coconut problem: A002021*, A002022*

** codes, binary, linear sequences related to : **

- codes, binary, linear: see also Golay codes
- codes, binary, linear: see also A034327, A034328, A034329
- codes, binary, linear: total number of different [n,k] codes (summed over k): A006116
- codes, binary, linear: total number of inequivalent indecomposable projective [n,k] codes (summed over k): A076838
- codes, binary, linear: total number of inequivalent indecomposable [n,k] codes with no column of zeros (summed over k): A076836
- codes, binary, linear: total number of inequivalent projective [n,k] codes (summed over k): A076834
- codes, binary, linear: total number of inequivalent [n,k] codes (summed over k): A076766
- codes, binary, linear: total number of inequivalent [n,k] codes containing no column of zeros (summed over k): A034343
- codes, binary, linear: triangle of number of different [n,k] codes: A022166
- codes, binary, linear: triangle of number of inequivalent indecomposable projective [n,k] codes: A076837
- codes, binary, linear: triangle of number of inequivalent indecomposable [n,k] codes with no column of zeros: A076835
- codes, binary, linear: triangle of number of inequivalent projective [n,k] codes: A076833
- codes, binary, linear: triangle of number of inequivalent [n,k] codes containing no column of zeros: A076832
- codes, binary, linear: triangle of number of inequivalent [n,k] codes: A076831
- codes, binary, nonlinear: A039754, A000616
- codes, binary, notation: [n,k] denotes a linear code of length n and dimension k, (n,k) a nonlinear code of length n containing k codewords

** codes, covering , sequences related to : **

- codes, covering, directed: A066000, A019436
- codes, covering: A060438*, A060439*, A060440*, A000983*, A060450*, A060451*, A029866, A029865, A029867, A004044
- codes, covering: see also covers of an n-set
- codes, covering: see also covering numbers

codes, for correcting deletions: A000016, A057591

codes, for correcting errors on Z-channel: A010101

codes, for correcting transposition errors: A057608, A057657

codes, maximal size of binary constant weight, see A(n,d,w)

codes, maximal size of binary, see A(n, d)

codes, mixed binary/ternary: A050142, A057574-A057584

codes, see also (1):: A005861, A005857, A005858, A005862, A005866, A005854, A005863, A005855, A005859, A005865

codes, see also (2):: A005851, A005860, A005856, A004037, A005852, A000983, A005853, A004038, A001839, A005864, A004039, A001843, A004035, A004036

** codes, self-dual, sequences related to : **

- codes, self-dual, enumeration of: A003178*, A003179*, A028362*, A028363*, A001646*, A001647*
- codes, self-dual, extremal of length 72: A018236*
- codes, self-dual, see also (1): A002521, A005137, A007980, A008647, A014487, A016729, A018236, A018237, A027628, A028249
- codes, self-dual, see also (2): A028288, A028309, A028344, A028345, A030062, A030331, A034414, A034415

coding a recurrence: A005204

Coding Fibonacci numbers:: A005203, A005205

Coefficients, for central differences, A002677, A002676, A002672, A002673, A002675

Coefficients, for extrapolation, A002738, A002737, A002739

Coefficients, for numerical differentiation, A002546, A002552, A002545, A002551, A002702, A002554, A002701, A002547, A002548, A002544, A002549, A002550, A002553, A002555

Coefficients, for numerical integration, A002685, A002209, A002208, A002686, A002195, A002196, A002197, A006685, A002198

Coefficients, for repeated integration (1):: A002397, A002404, A002398, A002405, A002682, A002401, A002400, A002689, A002688, A002684

Coefficients, for repeated integration (2):: A002683, A002687, A002406, A002402, A002403, A002399, A002681

- This is a section of the Index to the
**OEIS®**. - For further information see the main
**Index to OEIS**page. - Please read Index: Instructions For Updating Index to OEIS before making changes to this page.
- If you did not find what you were looking for in this Index, you can always search the database for a particular word or phrase.
- Full list of sections:

[
Aa |
Ab |
Al |
Am |
Ap |
Ar |
Ba |
Be |
Bi |
Bl |
Bo |
Br |
Ca |
Ce |
Ch |
Cl |
**Coa** |
Coi |
Com |
Con |
Cor |
Cu |
Cy |
Da |
De |
Di |
Do |
Ea |
Ed |
El |
Eu |
Fa |
Fe |
Fi |
Fo |
Fu |
Ga |
Ge |
Go |
Gra |
Gre |
Ha |
He |
Ho |
Ia |
In |
J |
K |
La |
Lc |
Li |
Lo |
Lu |
M |
Mag |
Map |
Mat |
Me |
Mo |
Mu |
N |
Na |
Ne |
Ni |
No |
Nu |
O |
Pac |
Par |
Pas |
Pea |
Per |
Ph |
Poi |
Pol |
Pos |
Pow |
Pra |
Pri |
Pro |
Ps |
Qua |
Que |
Ra |
Rea |
Rel |
Res |
Ro |
Ru |
Sa |
Se |
Si |
Sk |
So |
Sp |
Sq |
St |
Su |
Sw |
Ta |
Te |
Th |
To |
Tra |
Tri |
Tu |
U |
V |
Wa |
We |
Wi |
X |
Y |
Z |
1 |
2 |
3 |
4
]