A006743, another recurrence,
Simon Plouffe
simon.plouffe at sympatico.ca
Mon Oct 17 03:57:09 CEST 2005
I also have this one
2 3 2
a(n) (-198 + 117 n - 20 n + n ) = (-180 + 54 n - 4 n ) a(n - 1)
2 3
+ (1770 - 907 n + 144 n - 7 n ) a(n - 2)
2 3
+ (888 - 388 n + 52 n - 2 n ) a(n - 3)
2 3
+ (-3264 + 1576 n - 244 n + 12 n ) a(n - 4)
2 3
+ (-2400 + 1120 n - 168 n + 8 n ) a(n - 5)
======================================================================
lprinted
-a(n)*(-198+117*n-20*n^2+n^3) =
(-180+54*n-4*n^2)*a(n-1)+(1770-907*n+144*n^2-7*
n^3)*a(n-2)+(888-388*n+52*n^2-2*n^3)*a(n-3)+(-3264+1576*n-244*n^2+12*n^3)*a(n-4
)+(-2400+1120*n-168*n^2+8*n^3)*a(n-5) :
Simon Plouffe
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