A119020 - cp's OEIS frontend

A119020 Eigenvector of triangle A055151 of Motzkin polynomial coefficients, where A055151(n,k) = n!/((n-2k)!k!(k+1)!) for 0<=k<=[n/2], n>=0.

n	a(n)
0	1
1	1
2	2
3	4
4	11
5	31
6	96
7	302
8	1023
9	3607
10	13318
11	50348
12	195361
13	772565
14	3112630
15	12715692
16	52648847
17	220705119
18	937145214
19	4028239116
20	17522172021
21	77071709841
22	342583183572
23	1537550150766
24	6961838925069
25	31774593686661

[1, 1, 2, 4, 11, 31, 96, 302, 1023, 3607, 13318, 50348, 195361, 772565, 3112630, 12715692, 52648847, 220705119, 937145214, 4028239116, 17522172021, 77071709841, 342583183572, 1537550150766, 6961838925069, 31774593686661]

cp's OEIS Frontend

A119020 Eigenvector of triangle A055151 of Motzkin polynomial coefficients, where A055151(n,k) = n!/((n-2k)!k!(k+1)!) for 0<=k<=[n/2], n>=0.

Table of values

List of values

cp's OEIS Frontend

A119020 Eigenvector of triangle A055151 of Motzkin polynomial coefficients, where A055151(n,k) = n!/((n-2k)!*k!*(k+1)!) for 0<=k<=[n/2], n>=0.

Table of values

List of values

A119020 Eigenvector of triangle A055151 of Motzkin polynomial coefficients, where A055151(n,k) = n!/((n-2k)!k!(k+1)!) for 0<=k<=[n/2], n>=0.