Binary coding based on these values depends on Zeckendorf's theorem, which states that any integer can be written as the sum of any one or more of them. Euclid's algorithm for finding a greatest common divisor has a worst-case runtime when consecutiv
Binary coding based on these values depends on Zeckendorf's theorem, which states that any integer can be written as the sum of any one or more of them. Euclid's algorithm for finding a greatest common divisor has a worst-case runtime when consecutive values of this type are inputted. A namesake type of heap uses these numbers in its runtime analysis. The ratio of consecutive numbers of this type approaches the golden ratio. For 10 points, name these numbers, which comprise a sequence that begins 1, 1, 2, 3, 5, and are named for an Italian mathematician.
Binary coding based on these values depends on Zeckendorf's theorem, which states that any integer can be written as the sum of any one or more of them.
{Fibonacci} numbers [or {Fibonacci} sequence]