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Show HN: Twelve Simple Algorithms to Compute Fibonacci Numbers

arxiv.org

13 points by adas0693 · 4 comments

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Yessing

another interesting fact:

if you have to compute the fib of very large numbers mod n. you can use the fact that the fibonnaci numbers would repeat.( see: https://en.wikipedia.org/wiki/Pisano_period)

<spoiler>

this allows you to solve problems like this: https://www.spoj.com/problems/FIBHARD/

<\spoiler>

hxhxhrra

Algorithm fib1 („Dynamic Programming without Memoization“) is just ordinary recursion and not dynamic programming.

  • adas0693OP

    Thank you for the comment. Pls refer to many references on the Web on the use of Fibonacci sequence as a dynamic programming example or illustration.

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