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Computational Number Theory is for explicit calculations or algorithms involving anything of interest to number theorists.
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vote
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For a given value of $n$ and $m$, find $\text{fib}(n)$ $\text{mod } m$ where $n$ is very hug... [closed]
Input
Integers $'n'$ (up to $10^{14}$) and $'m'$(up to $10^3$)
Output
$\text{Fib}(n)$ $\text{modulo}$ $m$
My questions
For example : Why $\text{fib}(n=2015)$ $\text{mod}$ $3$ is equivalent to $\t …