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.
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.
Terms
- a(0) =1a(1) =1a(2) =2a(3) =4a(4) =11a(5) =31a(6) =96a(7) =302a(8) =1023a(9) =3607a(10) =13318a(11) =50348a(12) =195361a(13) =772565a(14) =3112630a(15) =12715692a(16) =52648847a(17) =220705119a(18) =937145214a(19) =4028239116a(20) =17522172021a(21) =77071709841a(22) =342583183572
External references
- oeis: A119020