A046919 - cp's OEIS frontend

A046919 Maximal coefficient of polynomial p(n), with p(3)=1, p(n) = (1 - t^(2n - 4))(1 - t^(2n - 3))p(n - 1)/((1 - t^(n - 3))*(1 - t^n)).

n	a(n)
3	1
4	1
5	3
6	8
7	24
8	73
9	227
10	734
11	2430
12	8150
13	27718
14	95514
15	332578
16	1168261
17	4136477
18	14749992
19	52925886
20	190973410
21	692583902
22	2523265494
23	9231352260
24	33901898722
25	124940568222
26	461938289518
27	1713007181342
28	6369928427268
29	23747917426918
30	88747514693530
31	332397792962692
32	1247582980566935
33	4691740496135919
34	17676678143316236
35	66714895880626460
36	252207367615436780

[1, 1, 3, 8, 24, 73, 227, 734, 2430, 8150, 27718, 95514, 332578, 1168261, 4136477, 14749992, 52925886, 190973410, 692583902, 2523265494, 9231352260, 33901898722, 124940568222, 461938289518, 1713007181342, 6369928427268, 23747917426918, 88747514693530, 332397792962692, 1247582980566935, 4691740496135919, 17676678143316236, 66714895880626460, 252207367615436780]

cp's OEIS Frontend

A046919 Maximal coefficient of polynomial p(n), with p(3)=1, p(n) = (1 - t^(2n - 4))(1 - t^(2n - 3))p(n - 1)/((1 - t^(n - 3))*(1 - t^n)).

Table of values

List of values

cp's OEIS Frontend

A046919 Maximal coefficient of polynomial p(n), with p(3)=1, p(n) = (1 - t^(2*n - 4))*(1 - t^(2*n - 3))*p(n - 1)/((1 - t^(n - 3))*(1 - t^n)).

Table of values

List of values

A046919 Maximal coefficient of polynomial p(n), with p(3)=1, p(n) = (1 - t^(2n - 4))(1 - t^(2n - 3))p(n - 1)/((1 - t^(n - 3))*(1 - t^n)).