The 7th Hermite Polynomial evaluated at n: H_7(n) = 128*n^7 -1344*n^5 + 3360*n^3 - 1680*n.
A247852
The 7th Hermite Polynomial evaluated at n: H_7(n) = 128*n^7 -1344*n^5 + 3360*n^3 - 1680*n.
Terms
- a(0) =0a(1) =464a(2) =-3104a(3) =39024a(4) =929216a(5) =6211600a(6) =26096544a(7) =83965616a(8) =226102144a(9) =535292496a(10) =1148943200a(11) =2282359024a(12) =4257827136a(13) =7540152464a(14) =12779289376a(15) =20860714800a(16) =32964187904a(17) =50631541456a(18) =75844149984a(19) =111110719856a(20) =159566046400a(21) =225081383184a(22) =312387068576
External references
- oeis: A247852