A273197 - cp's OEIS frontend

A273197 a(n) = denominator of T(n, 2) with T(n, m) = Sum_{k=0..n}( 1/(mk+1) Sum_{j=0..mk} (-1)^jC(k,j)j^(mn) ).

n	a(n)
0	1
1	3
2	15
3	105
4	15
5	1155
6	455
7	15
8	19635
9	95095
10	2145
11	31395
12	7735
13	2805
14	10818885
15	50115065
16	3315
17	596505
18	80925845
19	3795
20	18515805
21	221847535
22	2211105
23	204920500785
24	1453336885
25	148335
26	95055765
27	287558635
28	27897511785
29	397299047145
30	5613813089885
31	8897205

[1, 3, 15, 105, 15, 1155, 455, 15, 19635, 95095, 2145, 31395, 7735, 2805, 10818885, 50115065, 3315, 596505, 80925845, 3795, 18515805, 221847535, 2211105, 204920500785, 1453336885, 148335, 95055765, 287558635, 27897511785, 397299047145, 5613813089885, 8897205]

cp's OEIS Frontend

A273197 a(n) = denominator of T(n, 2) with T(n, m) = Sum_{k=0..n}( 1/(mk+1) Sum_{j=0..mk} (-1)^jC(k,j)j^(mn) ).

Table of values

List of values

cp's OEIS Frontend

A273197 a(n) = denominator of T(n, 2) with T(n, m) = Sum_{k=0..n}( 1/(m*k+1) * Sum_{j=0..m*k} (-1)^j*C(k,j)*j^(m*n) ).

Table of values

List of values

A273197 a(n) = denominator of T(n, 2) with T(n, m) = Sum_{k=0..n}( 1/(mk+1) Sum_{j=0..mk} (-1)^jC(k,j)j^(mn) ).