A260220 - cp's OEIS frontend

A260220 Number of symmetry-allowed, linearly-independent terms at n-th order in the expansion of T1 x t1 rovibrational perturbation matrix H(Jx,Jy,Jz).

n	a(n)
0	1
1	1
2	3
3	2
4	6
5	4
6	10
7	6
8	15
9	9
10	21
11	12
12	28
13	16
14	36
15	20
16	45
17	25
18	55
19	30
20	66
21	36
22	78
23	42
24	91
25	49
26	105
27	56
28	120
29	64
30	136
31	72
32	153
33	81
34	171
35	90
36	190
37	100
38	210
39	110
40	231
41	121
42	253
43	132
44	276
45	144
46	300
47	156
48	325
49	169
50	351
51	182
52	378
53	196
54	406
55	210
56	435
57	225
58	465
59	240

[1, 1, 3, 2, 6, 4, 10, 6, 15, 9, 21, 12, 28, 16, 36, 20, 45, 25, 55, 30, 66, 36, 78, 42, 91, 49, 105, 56, 120, 64, 136, 72, 153, 81, 171, 90, 190, 100, 210, 110, 231, 121, 253, 132, 276, 144, 300, 156, 325, 169, 351, 182, 378, 196, 406, 210, 435, 225, 465, 240]

cp's OEIS Frontend

A260220 Number of symmetry-allowed, linearly-independent terms at n-th order in the expansion of T1 x t1 rovibrational perturbation matrix H(Jx,Jy,Jz).

Table of values

List of values

n	a(n)
0	1
1	1
2	3
3	2
4	6
5	4
6	10
7	6
8	15
9	9
10	21
11	12
12	28
13	16
14	36
15	20
16	45
17	25
18	55
19	30
20	66
21	36
22	78
23	42
24	91
25	49
26	105
27	56
28	120
29	64
30	136
31	72
32	153
33	81
34	171
35	90
36	190
37	100
38	210
39	110
40	231
41	121
42	253
43	132
44	276
45	144
46	300
47	156
48	325
49	169
50	351
51	182
52	378
53	196
54	406
55	210
56	435
57	225
58	465
59	240

n	a(n)
0	1
1	1
2	3
3	2
4	6
5	4
6	10
7	6
8	15
9	9
10	21
11	12
12	28
13	16
14	36
15	20
16	45
17	25
18	55
19	30
20	66
21	36
22	78
23	42
24	91
25	49
26	105
27	56
28	120
29	64
30	136
31	72
32	153
33	81
34	171
35	90
36	190
37	100
38	210
39	110
40	231
41	121
42	253
43	132
44	276
45	144
46	300
47	156
48	325
49	169
50	351
51	182
52	378
53	196
54	406
55	210
56	435
57	225
58	465
59	240

n	a(n)
0	1
1	1
2	3
3	2
4	6
5	4
6	10
7	6
8	15
9	9
10	21
11	12
12	28
13	16
14	36
15	20
16	45
17	25
18	55
19	30
20	66
21	36
22	78
23	42
24	91
25	49
26	105
27	56
28	120
29	64
30	136
31	72
32	153
33	81
34	171
35	90
36	190
37	100
38	210
39	110
40	231
41	121
42	253
43	132
44	276
45	144
46	300
47	156
48	325
49	169
50	351
51	182
52	378
53	196
54	406
55	210
56	435
57	225
58	465
59	240