A319145 - cp's OEIS frontend

A319145 E.g.f. A = A(x,m) satisfies: cn(A + x, m) + sn(A - x, m) = 1, where sn(x,m) and cn(x,m) are Jacobi elliptic functions with parameter m, as an irregular triangle of coefficients read by rows.

n	a(n)
1	1
2	4
3	24
4	0
5	224
6	-64
7	2880
8	-1920
9	0
10	48064
11	-49984
12	1024
13	989184
14	-1365504
15	129024
16	0
17	24218624
18	-40854528
19	8583168
20	-16384
21	687083520
22	-1352540160
23	471859200
24	-8355840
25	0
26	22151148544
27	-49507063808
28	24589796352
29	-1331806208
30	262144
31	799546834944
32	-1993321955328
33	1286051069952
34	-141582532608
35	536346624
36	0
37	31934834253824
38	-87721489006592
39	69349000355840
40	-12549922078720
41	198078103552
42	-4194304

[1, 4, 24, 0, 224, -64, 2880, -1920, 0, 48064, -49984, 1024, 989184, -1365504, 129024, 0, 24218624, -40854528, 8583168, -16384, 687083520, -1352540160, 471859200, -8355840, 0, 22151148544, -49507063808, 24589796352, -1331806208, 262144, 799546834944, -1993321955328, 1286051069952, -141582532608, 536346624, 0, 31934834253824, -87721489006592, 69349000355840, -12549922078720, 198078103552, -4194304]

cp's OEIS Frontend

A319145 E.g.f. A = A(x,m) satisfies: cn(A + x, m) + sn(A - x, m) = 1, where sn(x,m) and cn(x,m) are Jacobi elliptic functions with parameter m, as an irregular triangle of coefficients read by rows.

Table of values

List of values