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IPL
2000

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A fast algorithm for computing large Fibonacci numbers

13 years 4 months ago

A fast algorithm for computing large Fibonacci numbers

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We present a fast algorithm for computing large Fibonacci numbers. It is known that the product of Lucas numbers algorithm uses the fewest bit operations to compute the Fibonacci number Fn. We show that the number of bit operations in the conventional product of Lucas numbers algorithm can be reduced by replacing multiplication with the square operation.

Daisuke Takahashi

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Added	18 Dec 2010
Updated	18 Dec 2010
Type	Journal
Year	2000
Where	IPL
Authors	Daisuke Takahashi

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