#Fibonacci sequence in nature myth series

#Fibonacci sequence in nature myth series

The series discovered by the mathematician from Pisa (0,1,1,2,3,5,8,13…) falls within the field of arithmetic(it studies the numbers and the elementary operations that can be done with them). The Fibonacci succession and the golden number are two sides of the same coin. That said, however, we need to turn to the Italian’s discovery if we want to learn more about the potential harmonious capacity of Phi and its derivatives. So Phi was neither discovered by Fibonacci (it had already been defined and studied by Euclid), nor owes its name to the Italian. This was why the American mathematician Mark Barr decided to honor him by giving the symbol Φ his initial in Greek ( Phi). According to Mario Livio in his book “ The Golden Ratio: The Story of Phi, the World’s Most Astonishing Number”, certain historians maintain that Phidias successfully used the golden ratio in his works. Phi (Φ,φ) is called Phi after the famous Greek sculptor Phidias (5th century B.C.), the creator of towering architectural landmarks like the Parthenon in Athens. Does this mean it’s possible to find a numerical translation for everything we see, hear or build around us? Perhaps the closest answer to this question is the phrase by Plato that opens this article.īut let’s take a closer look at a mathematical phenomenon that has attracted the attention of thinkers from all disciplines and periods since it was discovered: the golden ratio or the divine proportion. Before we start, we must go all the way back to the story of the mathematician Leornardo Bigollo (Leonardo Pisano or “the one from Pisa”), Fibonacci. You’re very likely to have come across it in any of these disciplines. Nor is it unknown to lovers of art, biology, architecture, music, botany and finance, for example.

Phi (Φ,φ) –the golden number or Fibonacci’s number– is a very familiar concept, and one that has been studied by mathematicians of all ages. “God geometrizes continually”, Plato (427-347 B.C.).