Examples of using Fibonacci number in English and their translations into Japanese
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Colloquial
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Ecclesiastic
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Computer
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Programming
Is the 12th Fibonacci number.
Write a function fib(n) that returns the n-th Fibonacci number.
My first Fibonacci number is 1.
Three and five makes eight, another Fibonacci number.
The 12th Fibonacci number is 144.
Even children can climb up following a spiral based on the Fibonacci number.
It is the 6-th Fibonacci number F6.
Even children can climb up following a spiral based on the Fibonacci number.
It is the 9-th Fibonacci number F9.
In particular, degrees of nodes(here degree means the number of children) are kept quite low: every node has degree at most O(log n) and the size of a subtree rooted in a node of degree k is at least Fk+2,where Fk is the kth Fibonacci number.
F(n) is the n'th Fibonacci number.
To the Fibonacci number, but not the nth one.
Compute the x'th fibonacci number.
The next Fibonacci number after 55 is 89.
Let fn be the nth Fibonacci number.
Let's implement Fibonacci number example from the Memoization tutorial.
Where Fn is the nth Fibonacci number.
In fact the Fibonacci number following 89 is 144.
Given that the first two numbers are 0 and 1,the n th Fibonacci number is.
Let be the largest Fibonacci number in the product.
That's the third Fibonacci number!
The number of petals on a flower is typically a Fibonacci number, or the number of spirals on a sunflower or a pineapple tends to be a Fibonacci number as well.
Many flowers and plants will have some Fibonacci number of pedals or leaves.
For even-fibs, we enumerate the integers from 0 to n, generate the Fibonacci number for each of these integers, filter the resulting sequence to keep only the even elements, and accumulate the results into a list.
Pingala's work also contains the basic ideas of Fibonacci number(called maatraameru).
These variations are goodclue that maybe these plants get this angle and Fibonacci number as a consequence of some other process and not just because it mathematically optimises sunlight exposure.
We shall denote the nth Fibonacci number by Fn; thus.
We shall denote the nth Fibonacci number by Fn; thus.
The first two numbers of the Fibonacci number series are 0 and 1.
The theorem and rule of beauty that exists in nature like the Fibonacci number is an invulnerable dynamic, just as the contrast in the brightness and darkness of the moon is.