The Fibonacci theory can also be seen a little more in-depth regarding flowers, cauliflowers, pineapples, and bananas. Most evidently captured on the petals of flowers, the Fibonacci theory in the application of flowers shows that the petals of certain flowers are equal to that of the different Fibonacci numbers. The golden section in nature Tilnishok, CC BY 4.0, via Wikimedia Commons The importance of the Fibonacci sequence lies in the very reason why it is a topic of high debate.Īmong the reasons, the one that comes to the forefront is the fact that this formula, initially thought to be exclusive to mathematics, became a formula with a ratio that appears in very specific elements in nature plants, seed growth, and the human ear, and may be considered a universal formula. So why is the Fibonacci sequence so important?
Fibonacci pattern series#
The Fibonacci sequence can also be in the pattern in which sunflowers generate new cells for seeds and even in our own solar system, where the Fibonacci series is used to determine the distances of moons of certain planets such as Saturn, Jupiter, and Uranus. Illustration of the Fibonacci sequence in rabbit reproduction Romain, CC BY-SA 4.0, via Wikimedia Commonsįibonacci numbers seem to appear in multiple areas of human existence, from orbital systems and plants to tree branches, artichokes, and pine cones. The formula applied to that result is of course none other than the Fibonacci sequence. The cycle repeats itself and after one year, you are left with around 144 rabbits. Using the male and female from the first litter, if those rabbits reproduce – you are left with another litter containing another set of male-female rabbits. Leonardo of Pisa used an example of rabbits where if you couple two rabbits, one female and one male, and leave the rabbits to reproduce, it will result in one female and one male appearing again in the litter. On the other hand, popular British mathematician, Keith Devlin, states that there are findings dating back to 200 BC consisting of texts within Hindu-Arabic numerical systems and Sanskrit writings which predate the so-called discovery made by Fibonacci.Ī text published by Fibonacci titled “Liber Abaci”, also called the “Book of Calculus”, featured methods for calculating and tracking finances, for use by traders, using the Fibonacci sequence.Ī portrait of Leonardo Fibonacci, drawn before 1905 See page for author, Public domain, via Wikimedia Commons While the exact origination of the Fibonacci sequence is still under debate, multiple sources state that the formula was possibly discovered by the Italian mathematician Leonardo Fibonacci well after 1170 AD. The golden ratio is mostly used in design and is derived from the Fibonacci sequence to produce aesthetic visuals through proportion across art, graphic design, and architecture. The golden ratio (1:1.16), as visualized by the golden curve, is an ancient symbol that has possibly existed since the beginning of time. Numerically, the sequence starts with the integers 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, and so on, continuing up to infinity! The sequence begins with a zero, followed by a one, another one, and by the fourth digit, the sequence begins by adding the last one to the two to arrive at three.įibonacci spiral over tiled squares Romain, CC BY-SA 4.0, via Wikimedia CommonsĪlthough this may be confusing to some at first, as you take a look at the visual representation of the Fibonacci sequence, you will recognize this as the golden ratio (also referred to as the divine ratio). Commonly referred to as “nature’s code”, the Fibonacci sequence finds itself at the center of most foundational facets of human existence, including popular culture.įirst documented in 300 BC by Greek mathematician Euclid, the Fibonacci sequence is a mathematical formula that suggests that each number is equal to the sum of the two numbers that precede it. 3.6 Who Coined the Golden Ratio Method?Įach object and person in the universe is made up of a unique design, including yourself if you consider that no two people share the exact same DNA makeup.3.5 What Makes the Fibonacci Spiral Different From the Golden Spiral?.3.4 What Is the Formula for Calculating the Value of the Golden Ratio?.3.3 What Is the Difference Between the Golden Ratio and the Fibonacci Sequence?.3.2 What Is the Fibonacci Sequence Used For?.3.1 Why Is the Fibonacci Sequence So Important?.2.2.4 One Step Further: Traces of Fibonacci on the Human Body.2.2.3 The Golden Ratio in Relation to Architecture.
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