2017-06-14, 14:41 | #1 |
Aug 2006
1011101100011_{2} Posts |
Linear() -> Lucas in pfgw
I'm searching for primes in a Fibonacci-like recurrence:
a(1) = 8193, a(2) = 28618, a(n) = a(n-1) + a(n-2). I entered an ABC2 file like so Code:
ABC2 Linear(8193, 28618, 36811, 65429, $a) a: from 1 to 100000 Code:
Linear() -> Lucas P=1,Q=-1 |
2017-06-14, 15:20 | #2 | ||
Sep 2002
Database er0rr
2^{3}·3·11·17 Posts |
Quote:
I am not sure about how it is done! The manual goes on to say: Quote:
Last fiddled with by paulunderwood on 2017-06-14 at 15:43 |
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2017-06-14, 16:05 | #3 |
Aug 2006
5,987 Posts |
You know, I think I just miscalculated the first time around, because it looks like it is indeed a linear combination of the relevant Lucas sequences, which in this case are the Lucas sequence and the Fibonacci sequence:
(20425*L($a) - 4039*F($a))/2 Sorry for the trouble. |
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