Examples of using Fibonacci numbers in English and their translations into Romanian
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Computer
-
Programming
Fibonacci numbers.
They're Fibonacci Numbers.
Fibonacci numbers.
Those are Fibonacci numbers.
The Fibonacci numbers only make sense when they're in order.
Those are Fibonacci numbers.
Suppose you wanted to look at adding the squares of the first few Fibonacci numbers.
All fibonacci numbers.
The solution, generation by generation,was a sequence of numbers later known as Fibonacci numbers.
What about Fibonacci numbers, the golden ratio?
The clever thing about Bach's name is that the numeric value of the individual letters are all Fibonacci numbers.
In terms of applications, Fibonacci numbers appear in nature surprisingly often.
Fibonacci numbers have many interesting properties and are widely used in mathematics.
It's no surprise that when you add consecutive Fibonacci numbers, you get the next Fibonacci number.
Those are not Fibonacci numbers, but if you look at them closely, you will see the Fibonacci numbers buried inside of them.
It is not hard to notice that we can solve the problem without using recursion,by calculating the Fibonacci numbers consecutively.
Wave analysis in combination with Fibonacci numbers is used in the construction of arcs, fans and extensions.
Among other things, he wanted to understand Fibonacci phyllotaxis,the existence of Fibonacci numbers in plant structures.
Guidelines: Fibonacci numbers start from 0 and 1, each additional is obtained as the sum of the previous two.
His central interest in the field was understanding Fibonacci phyllotaxis,the existence of Fibonacci numbers in plant structures.
There we can see Fibonacci numbers related to the Golden Section, because Fibonacci and Golden Section relate to the unfolding of the measured meter of matter, as I refer to it.
Suppose you like to square numbers, and frankly, who does not(Laughter)Let's look at the squares of the first few Fibonacci numbers.
Although price movement is not determinedmathematical formulas,the ubiquitous presence of Fibonacci numbers in nature prompted them to apply them to psychological models of behavior of market participants.
This proof, published by Gabriel Lamé in 1844, represents the beginning of computational complexity theory, andalso the first practical application of the Fibonacci numbers.
You can find the first n Fibonacci numbers with a for-loop from 1 to n, and at each iteration calculate the next number by using the previous two(which you will keep in two additional variables).
If there are difficultieswith the diet or the principles of nutrition seem no easier than the Fibonacci numbers- consult a nutritionist.
We can optimize the recursive method for calculating the Fibonacci numbers by remembering(saving) the already calculated numbers in an array and making recursive call only if the number we are trying to calculate has not been calculated yet.
Based on the existing picture,forecasts are made for possible scenarios for the development of events in which Fibonacci numbers are used literally, but more often in percentage terms.
The smallest value of a is therefore when q0= 1, which gives a= b+ r0= FM+ 1+ FM= FM+ 2. this proof, published by Gabriel Lamé in 1844, represents the beginning of computational complexity theory, andalso the first practical application of the Fibonacci numbers.
I know many people have not had the opportunity to see how this can happen,so let me give you a quick example with my favorite collection of numbers, the Fibonacci numbers.(Applause) Yeah! I already have Fibonacci fans here.