Let f(0)=1, f(1)=t, f(n+1) = (f(n)^2+t^n)/f(n-1). f(t) is a polynomial with integer coefficients. Then a(n) = f(n) when t=3.

A081704

Let f(0)=1, f(1)=t, f(n+1) = (f(n)^2+t^n)/f(n-1). f(t) is a polynomial with integer coefficients. Then a(n) = f(n) when t=3.

Terms

    a(0) =1a(1) =3a(2) =12a(3) =51a(4) =219a(5) =942a(6) =4053a(7) =17439a(8) =75036a(9) =322863a(10) =1389207a(11) =5977446a(12) =25719609a(13) =110665707a(14) =476169708a(15) =2048851419a(16) =8815747971a(17) =37932185598a(18) =163213684077a(19) =702271863591

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