A370017 - cp's OEIS frontend

A370017 Expansion of g.f. exp( Sum_{n>=1} ( Sum_{k>=1} k^nx^k )^n (1-x)^n / n ).

n	a(n)
0	1
1	1
2	2
3	6
4	24
5	134
6	1054
7	11848
8	188498
9	4229252
10	132827660
11	5831280558
12	357547362450
13	30623840955096
14	3671208716930842
15	616066177338250188
16	145118327950242179484
17	47979462271120402757058
18	22322388348068543767280728
19	14614554870662196578923073494
20	13488493387943242211496467931272

[1, 1, 2, 6, 24, 134, 1054, 11848, 188498, 4229252, 132827660, 5831280558, 357547362450, 30623840955096, 3671208716930842, 616066177338250188, 145118327950242179484, 47979462271120402757058, 22322388348068543767280728, 14614554870662196578923073494, 13488493387943242211496467931272]

cp's OEIS Frontend

A370017 Expansion of g.f. exp( Sum_{n>=1} ( Sum_{k>=1} k^nx^k )^n (1-x)^n / n ).

Table of values

List of values

cp's OEIS Frontend

A370017 Expansion of g.f. exp( Sum_{n>=1} ( Sum_{k>=1} k^n*x^k )^n * (1-x)^n / n ).

Table of values

List of values

A370017 Expansion of g.f. exp( Sum_{n>=1} ( Sum_{k>=1} k^nx^k )^n (1-x)^n / n ).