Pathfinder Ascesa Dei Signori Delle Rune Pdf Download REPACK 🚀
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. pathfinder ascesa dei signori delle rune pdf downloadQ:
Building a collection of powers of minus 1
I’m trying to generate a collection of the form:
$[-2, -2^4, -2^8, -2^16, \ldots]$
Is there an efficient way of doing it?
What I have done is:
Take minus two (N), take two (N) times it, then take minus two again, and so on. This is inefficient, as it requires an O(N^2) operation.
Thank you.
A:
The formula for generating such a sequence is
$$
a_0 = 1 \\
a_n = – a_{n-1} + 2 a_{n-2}
$$
Using this formula, you can construct the sequence you want in $\Theta(n)$ operations.
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